diff --git a/README.md b/README.md index a06758ed..c0cf15a3 100644 --- a/README.md +++ b/README.md @@ -101,16 +101,17 @@ The AI gateway supports OpenAI compatible endpoints with added parameter support ## Gateway Cookbooks -### πŸ“ˆ Trending Cookbooks -* [Run Gateway on prompts from Langchain hub](/cookbook/use-cases/run-gateway-on-prompts-from-langchain-hub.md) -* [Use Porkey Gateway with Vercel's AI SDK](/cookbook/integrations/vercel-ai.md) -* [Set up fallback from SDXL to Dall-E-3](/cookbook/getting-started/fallback-from-stable-diffusion-to-dall-e.ipynb) - -### ✨ Latest Cookbooks -* [Comparing Top 10 LMSYS Models with Portkey](/cookbook/use-cases/LMSYS%20Series/comparing-top10-LMSYS-models-with-Portkey.ipynb) -* [Fallback from OpenAI to Azure OpenAI](/cookbook/getting-started/fallback-from-openai-to-azure.ipynb) -* [Set up automatic retries for failed requests](/cookbook/getting-started/automatic-retries-on-failures.md) -* [Call Llama 3 on Groq](/cookbook/use-cases/llama-3-on-groq.ipynb) +### Trending Cookbooks +- Use models from [Nvidia NIM](/cookbook/providers/nvidia.ipynb) with AI Gateway +- Monitor [CrewAI Agents](/cookbook/monitoring-agents/CrewAI_with_Telemetry.ipynb) with Portkey! +- Comparing [Top 10 LMSYS Models](./use-cases/LMSYS%20Series/comparing-top10-LMSYS-models-with-Portkey.ipynb) with AI Gateway. + +### Latest Cookbooks +* [Create Synthetic Datasets using Nemotron](/cookbook/use-cases/Nemotron_GPT_Finetuning_Portkey.ipynb) +* [Use Portkey Gateway with Vercel's AI SDK](/cookbook/integrations/vercel-ai.md) +* [Monitor Llama Agents with Portkey](/cookbook/monitoring-agents/Llama_Agents_with_Telemetry.ipynb) + + ### [More Examples](https://github.com/Portkey-AI/gateway/tree/main/cookbook) diff --git a/cookbook/README.md b/cookbook/README.md index ec77916e..469088d0 100644 --- a/cookbook/README.md +++ b/cookbook/README.md @@ -7,36 +7,54 @@ [![Discord](https://img.shields.io/discord/1143393887742861333)](https://portkey.ai/community) [![Twitter](https://img.shields.io/twitter/url/https/twitter/follow/portkeyai?style=social&label=Follow%20%40PortkeyAI)](https://twitter.com/portkeyai) +## Table of Contents + +Please use the below table of contents to navigate through the cookbook. + +### Latest Notebooks + +- Use models from [Nvidia NIM](/cookbook/providers/nvidia.ipynb) with AI Gateway +- Monitor [Llama Agents](/cookbook/monitoring-agents/Llama_Agents_with_Telemetry.ipynb) with Portkey! +- Create [Synthetic Datasets](/cookbook/use-cases/Nemotron_GPT_Finetuning_Portkey.ipynb) using Nemotron-340B +- Comparing [Top 10 LMSYS Models](./use-cases/LMSYS%20Series/comparing-top10-LMSYS-models-with-Portkey.ipynb) with AI Gateway. + + ## getting-started +* [Gentle introduction to Portkey Gateway](./getting-started/gentle-introduction-to-portkey-gateway.ipynb) * [Use Portkey cache to save LLM cost & time](./getting-started/enable-cache.md) * [Retry automatically on LLM failures](./getting-started/automatic-retries-on-failures.md) * [Image generation with Gateway](./getting-started/image-generation.ipynb) * [Writing your first Gateway Config](./getting-started/writing-your-first-gateway-config.md) -* [Gentle introduction to Portkey Gateway](./getting-started/gentle-introduction-to-portkey-gateway.ipynb) * [Automatically Fallback from OpenAI to Azure](./getting-started/fallback-from-openai-to-azure.ipynb) -* [Setting up resilient Load balancers with failure-mitigating Fallbacks](./getting-started/resilient-loadbalancing-with-failure-mitigating-fallbacks.md) -* [Set up Fallback from Stable Diffusion to Dall-E](./getting-started/fallback-from-stable-diffusion-to-dall-e.ipynb) +View the [official docs](https://portkey.ai/docs) -## integrations -* [OpenAI](./integrations/openai.ipynb) -* [Anyscale](./integrations/anyscale.md) -* [Mistral](./integrations/mistral.md) +## providers +* [OpenAI](./providers/openai.ipynb) +* [Anthropic](./providers/anthropic.md) +* [Mistral](./providers/mistral.md) * [Vercel AI](./integrations/vercel-ai.md) -* [Groq](./integrations/groq.ipynb) -* [Mistral 8x22b](./integrations/mistral.md) +* [Groq](./providers/groq.ipynb) +* [Mistral](./providers/mistral.ipynb) +* [Deepinfra](./providers/deepinfra.ipynb) +* [Segmind](./providers/segmind.ipynb) +* [Nvidia](./providers/nvidia.ipynb) + +View the [full list of providers here](https://portkey.ai/docs/welcome/integration-guides). + +## integrations * [Langchain](./integrations/langchain.ipynb) -* [Deepinfra](./integrations/deepinfra.ipynb) -* [Segmind](./integrations/segmind.ipynb) +* [Llama Index](./integrations/llama-index.ipynb) +* [Instructor](./integrations/Instructor_with_Portkey.ipynb) +* [Phidata](./integrations/Phidata_with_Portkey.ipynb) +View the [full list of integrations here](https://portkey.ai/docs/welcome/integration-guides). -## use-cases -* [Comparing Top 10 LMSYS Models using Portkey](./use-cases/LMSYS%20Series/comparing-top10-LMSYS-models-with-Portkey.ipynb) -* [Use OpenAI SDK with Portkey prompt templates](./use-cases/use-openai-sdk-with-portkey-prompt-templates.md) -* [Run Gateway on prompts from Langchain hub](./use-cases/run-gateway-on-prompts-from-langchain-hub.md) -* [Smart fallback with model optimized prompts](./use-cases/smart-fallback-with-model-optimized-prompts.md) -* [Build an article suggestion app with Supabase pgvector, and Portkey](./use-cases/supabase-pgvector-and-portkey.md) -* [Call Llama 3 on Groq](./use-cases/llama-3-on-groq.ipynb) +## monitoring-agents +* [Autogen](./monitoring-agents/Autogen_with_Telemetry.ipynb) +* [CrewAI](./monitoring-agents/CrewAI_with_Telemetry.ipynb) +* [Llama Agents](./monitoring-agents/Llama_Agents_with_Telemetry.ipynb) +* [ControlFlow](./monitoring-agents/ControlFlow_with_Telemetry.ipynb) ## contributing diff --git a/cookbook/integrations/Tool_Use_with_Portkey.ipynb b/cookbook/integrations/Tool_Use_with_Portkey.ipynb new file mode 100644 index 00000000..8eeecb0a --- /dev/null +++ b/cookbook/integrations/Tool_Use_with_Portkey.ipynb @@ -0,0 +1,507 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "markdown", + "source": [ + "

\n", + " \n", + " \"portkey\"\n", + " \n", + "

" + ], + "metadata": { + "id": "zld1izGSx2rl" + } + }, + { + "cell_type": "markdown", + "source": [ + "[Portkey](https://app.portkey.ai/) is the Control Panel for AI apps. With it's popular AI Gateway and Observability Suite, hundreds of teams ship reliable, cost-efficient, and fast apps.\n", + "\n", + "With Portkey, you can\n", + "\n", + "- Connect to 200+ models through a unified API,\n", + "- View 40+ metrics & logs for all requests\n", + "- Enable semantic cache to reduce latency & costs\n", + "- Implement automatic retries & fallbacks for failed requests" + ], + "metadata": { + "id": "VfWXytp_1EVj" + } + }, + { + "cell_type": "markdown", + "source": [ + "This notebook demonstrates how to use Portkey for function calling with various LLM providers including OpenAI, Anthropic, and Google's Gemini." + ], + "metadata": { + "id": "F1zYiehz1VAl" + } + }, + { + "cell_type": "markdown", + "source": [ + "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1TeqYiXhlfZvFhoOHWEiyBycfWu0arWwp?usp=sharing)" + ], + "metadata": { + "id": "MosN-n4Wx4ZP" + } + }, + { + "cell_type": "code", + "source": [ + "!pip install -qU openai portkey-ai" + ], + "metadata": { + "id": "lha5CiI-kvcu" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "tools = [\n", + " {\n", + " \"type\": \"function\",\n", + " \"function\": {\n", + " \"name\": \"get_current_weather\",\n", + " \"description\": \"Get the current weather in a given location\",\n", + " \"parameters\": {\n", + " \"type\": \"object\",\n", + " \"properties\": {\n", + " \"location\": {\n", + " \"type\": \"string\",\n", + " \"description\": \"The city and state, e.g. San Francisco, CA\",\n", + " },\n", + " \"unit\": {\"type\": \"string\", \"enum\": [\"celsius\", \"fahrenheit\"]},\n", + " },\n", + " \"required\": [\"location\"],\n", + " },\n", + " },\n", + " }\n", + " ]" + ], + "metadata": { + "id": "_wviaUs5pi8B" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "restaurant_recommendations = [{\n", + " \"type\": \"function\",\n", + " \"function\": {\n", + " \"name\": \"get_restaurant_recommendations\",\n", + " \"description\": \"Get restaurant recommendations for a given location and cuisine type\",\n", + " \"parameters\": {\n", + " \"type\": \"object\",\n", + " \"properties\": {\n", + " \"location\": {\n", + " \"type\": \"string\",\n", + " \"description\": \"The city and state, e.g. New York, NY\"\n", + " },\n", + " \"cuisine\": {\n", + " \"type\": \"string\",\n", + " \"description\": \"The type of cuisine, e.g. Italian, Chinese, Mexican\"\n", + " },\n", + " \"price_range\": {\n", + " \"type\": \"string\",\n", + " \"enum\": [\"$\", \"$$\", \"$$$\", \"$$$$\"],\n", + " \"description\": \"The price range of the restaurants\"\n", + " }\n", + " },\n", + " \"required\": [\"location\", \"cuisine\"]\n", + " }\n", + " }\n", + " },\n", + " ]" + ], + "metadata": { + "id": "bLeShK0bTj_r" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "latest_ai_news = [{\n", + " \"type\": \"function\",\n", + " \"function\": {\n", + " \"name\": \"get_latest_ai_news\",\n", + " \"description\": \"Retrieve the latest news articles about artificial intelligence\",\n", + " \"parameters\": {\n", + " \"type\": \"object\",\n", + " \"properties\": {\n", + " \"topic\": {\n", + " \"type\": \"string\",\n", + " \"description\": \"Specific AI topic (optional, e.g., 'machine learning', 'neural networks', 'robotics')\"\n", + " },\n", + " \"timeframe\": {\n", + " \"type\": \"string\",\n", + " \"enum\": [\"today\", \"this_week\", \"this_month\"],\n", + " \"description\": \"Time period for the news articles\"\n", + " },\n", + " \"source_type\": {\n", + " \"type\": \"string\",\n", + " \"enum\": [\"all\", \"academic\", \"industry\", \"mainstream\"],\n", + " \"description\": \"Type of news sources to include\"\n", + " },\n", + " \"max_results\": {\n", + " \"type\": \"integer\",\n", + " \"description\": \"Maximum number of news articles to return (1-50)\",\n", + " \"minimum\": 1,\n", + " \"maximum\": 50\n", + " },\n", + " \"language\": {\n", + " \"type\": \"string\",\n", + " \"description\": \"Preferred language for the articles (e.g., 'en' for English, 'es' for Spanish)\"\n", + " }\n", + " },\n", + " \"required\": [\"timeframe\"]\n", + " }\n", + " }\n", + "}]" + ], + "metadata": { + "id": "kG-wPaBvXDH3" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# Initialize Portkey client\n", + "from portkey_ai import Portkey\n", + "from portkey_ai import PORTKEY_GATEWAY_URL, createHeaders\n", + "from google.colab import userdata\n", + "from tabulate import tabulate\n", + "\n", + "providers = [\n", + " (\"openai\", \"gpt-4o\"),\n", + " (\"openai\", \"gpt-4o-mini\"),\n", + " (\"anthropic\", \"claude-3-5-sonnet-20240620\"),\n", + " (\"anthropic\", \"claude-3-opus-20240229\"),\n", + " (\"anthropic\", \"claude-3-haiku-20240307\"),\n", + " (\"google\", \"gemini-1.5-flash-latest\"),\n", + " (\"google\", \"gemini-1.5-pro\"),\n", + " #(\"fireworks-ai\", \"accounts/yi-01-ai/models/yi-large\"),\n", + " (\"fireworks-ai\", \"accounts/fireworks/models/firefunction-v2\"),\n", + " # (\"fireworks-ai\", \"accounts/fireworks/models/codegemma-2b\"),\n", + " # (\"fireworks-ai\", \"accounts/fireworks/models/llama-v2-7b\"),\n", + " #(\"groq\", \"llama3-groq-70b-8192-tool-use-preview\"),\n", + "\n", + " # (\"together-ai\", \"meta-llama/Llama-2-70b-hf\"), #- Error code: 400 - {'error': {'message': 'together-ai error: google/gemma-2-27b-it is not supported for JSON mode/function calling\n", + "\n", + "\n", + " ]\n", + "\n", + "\n", + "portkey = Portkey(api_key=userdata.get('PORTKEY_API_KEY'))\n", + "\n", + "\n", + "def portkey_function_call(messages):\n", + " results = []\n", + "\n", + " for provider, model in providers:\n", + " config = {\n", + " \"provider\": provider.lower(),\n", + " \"api_key\": userdata.get(f'{provider.upper()}_API_KEY')\n", + " }\n", + "\n", + "\n", + " # Make the API call\n", + " response = portkey.with_options(config=config).chat.completions.create(\n", + " model=model,\n", + " messages=messages,\n", + " tools=latest_ai_news,\n", + " tool_choice=\"auto\",\n", + " max_tokens=512,\n", + " )\n", + "\n", + " response_message = response.choices[0].message\n", + " tool_call_response = str(response_message.tool_calls) if response_message.tool_calls else \"No tool calls\"\n", + "\n", + " results.append([model, provider, tool_call_response])\n", + "\n", + " # Print results using tabulate\n", + " print(tabulate(results, headers=[\"Model\", \"Provider\", \"Tool Call Response\"], tablefmt=\"grid\"))" + ], + "metadata": { + "id": "PRj-hPyO6jVt" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "#Testing of Get Latest AI News Tool" + ], + "metadata": { + "id": "2m_RKBxtYQFL" + } + }, + { + "cell_type": "code", + "source": [ + "# Test message\n", + "messages = [{\"role\": \"user\", \"content\": \"give me latest ai news of this week\"}]\n", + "\n", + "# Run function calling for all providers\n", + "portkey_function_call(messages)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ySeRNzxRXQ7a", + "outputId": "a353b7f3-babe-4d83-a459-09e4e9c932e2" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| Model | Provider | Tool Call Response |\n", + "+===========================================+==============+==========================================================================================================================================================================================================================================+\n", + "| gpt-4o | openai | [ChatCompletionMessageToolCall(id='call_9zk75e22eO5NVzq42vAFmawo', function=FunctionCall(arguments='{\"timeframe\":\"this_week\",\"max_results\":5}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gpt-4o-mini | openai | [ChatCompletionMessageToolCall(id='call_Geq0M1hYFgJmNmp6XbonxcmP', function=FunctionCall(arguments='{\"timeframe\":\"this_week\",\"max_results\":5}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-5-sonnet-20240620 | anthropic | [ChatCompletionMessageToolCall(id='toolu_01LmVxtbDtSaQXq27pX9zeCH', function=FunctionCall(arguments='{\"timeframe\":\"this_week\",\"max_results\":10,\"language\":\"en\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-opus-20240229 | anthropic | [ChatCompletionMessageToolCall(id='toolu_016DEvWVbfCYDNAvntbhCLE7', function=FunctionCall(arguments='{\"timeframe\":\"this_week\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-haiku-20240307 | anthropic | [ChatCompletionMessageToolCall(id='toolu_01UzArrKvobYz6Bo2CkG9AZW', function=FunctionCall(arguments='{\"timeframe\":\"this_week\",\"max_results\":10,\"source_type\":\"all\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-flash-latest | google | [ChatCompletionMessageToolCall(id='portkey-69bbbb43-9bd8-442f-a9be-aa926b46458c', function=FunctionCall(arguments='{\"timeframe\":\"this_week\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-pro | google | [ChatCompletionMessageToolCall(id='portkey-4424fd91-e7c1-4eed-ac7a-8be4b52e0325', function=FunctionCall(arguments='{\"timeframe\":\"this_week\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| accounts/fireworks/models/firefunction-v2 | fireworks-ai | [ChatCompletionMessageToolCall(id='call_927xwUgfmPh5vRKqsUoEMVeK', function=FunctionCall(arguments='{\"timeframe\": \"this_week\", \"max_results\": 5, \"source_type\": \"all\", \"language\": \"en\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#Testing of restaurant_recommendations Tool" + ], + "metadata": { + "id": "-3xJxlWxYZUL" + } + }, + { + "cell_type": "code", + "source": [ + "# Test message\n", + "messages = [{\"role\": \"user\", \"content\": \"Suggest latest and best restaurant of Aurangabad?\"}]\n", + "\n", + "# Run function calling for all providers\n", + "portkey_function_call(messages)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Rjmzq6yXUKGc", + "outputId": "aa9b0fce-cc6e-4588-e9df-abce595d8abc" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| Model | Provider | Tool Call Response |\n", + "+===========================================+==============+=================================================================================================================================================================================================================================================================+\n", + "| gpt-4o | openai | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gpt-4o-mini | openai | [ChatCompletionMessageToolCall(id='call_LuP8f1JvDdmKO5hOI5xoqsNs', function=FunctionCall(arguments='{\"topic\":\"restaurant\",\"timeframe\":\"this_month\",\"source_type\":\"mainstream\",\"max_results\":5,\"language\":\"en\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-5-sonnet-20240620 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-opus-20240229 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-haiku-20240307 | anthropic | [ChatCompletionMessageToolCall(id='toolu_018RjfwRm3xTPzWffnCKid35', function=FunctionCall(arguments='{\"language\":\"en\",\"max_results\":5,\"source_type\":\"all\",\"timeframe\":\"today\",\"topic\":\"aurangabad restaurants\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-flash-latest | google | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-pro | google | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| accounts/fireworks/models/firefunction-v2 | fireworks-ai | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#Testing of Current Weather Featching Tool" + ], + "metadata": { + "id": "60wn4j8DYjU_" + } + }, + { + "cell_type": "code", + "source": [ + "# Test message\n", + "messages = [{\"role\": \"user\", \"content\": \"How's the weather like in San Francisco?\"}]\n", + "\n", + "# Run function calling for all providers\n", + "portkey_function_call(messages)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "kAYKGo137cwP", + "outputId": "81fd7e38-2c0f-49d5-e1a7-8d2d45b38fc7" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| Model | Provider | Tool Call Response |\n", + "+===========================================+==============+===============================================================================================================================================================================================================================================================================================+\n", + "| gpt-4o | openai | [ChatCompletionMessageToolCall(id='call_39osRa58C5UZfcZl2IwTeO8b', function=FunctionCall(arguments='{\\n \"topic\": \"weather forecasting\",\\n \"timeframe\": \"today\",\\n \"source_type\": \"mainstream\",\\n \"max_results\": 1,\\n \"language\": \"en\"\\n}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gpt-4o-mini | openai | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-5-sonnet-20240620 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-opus-20240229 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-haiku-20240307 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-flash-latest | google | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-pro | google | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| accounts/fireworks/models/firefunction-v2 | fireworks-ai | No tool calls |\n", + "+-------------------------------------------+--------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Test message\n", + "messages = [{\"role\": \"user\", \"content\": \"What's the weather like in San Francisco, Tokyo, and Paris?\"}]\n", + "\n", + "# Run function calling for all providers\n", + "portkey_function_call(messages)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ZrDT-TFv62HW", + "outputId": "f149c47e-d4c6-4e2b-db97-c8aab2760dcc" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| Model | Provider | Tool Call Response |\n", + "+===========================================+==============+========================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================+\n", + "| gpt-4o | openai | [ChatCompletionMessageToolCall(id='call_jQM4yp3iVovjYBmBrdN74loM', function=FunctionCall(arguments='{\"location\": \"San Francisco\"}', name='get_current_weather'), type='function'), ChatCompletionMessageToolCall(id='call_w8ZYduT9EsP3NqJljv3T7Eyy', function=FunctionCall(arguments='{\"location\": \"Tokyo\"}', name='get_current_weather'), type='function'), ChatCompletionMessageToolCall(id='call_96F45BQiUOj0q4Gy8iKRGsZ7', function=FunctionCall(arguments='{\"location\": \"Paris\"}', name='get_current_weather'), type='function')] |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gpt-4o-mini | openai | [ChatCompletionMessageToolCall(id='call_FSiM3gfLKr108PsegkggycFw', function=FunctionCall(arguments='{\"topic\": \"weather\", \"timeframe\": \"today\", \"max_results\": 1, \"language\": \"en\"}', name='get_latest_ai_news'), type='function'), ChatCompletionMessageToolCall(id='call_8Ovrkm2tDdLaauoUaYVqmNYv', function=FunctionCall(arguments='{\"topic\": \"weather\", \"timeframe\": \"today\", \"max_results\": 1, \"language\": \"en\"}', name='get_latest_ai_news'), type='function'), ChatCompletionMessageToolCall(id='call_yKfJ6FFLY12JwiWzXen0LnLP', function=FunctionCall(arguments='{\"topic\": \"weather\", \"timeframe\": \"today\", \"max_results\": 1, \"language\": \"en\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-5-sonnet-20240620 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-opus-20240229 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-haiku-20240307 | anthropic | [ChatCompletionMessageToolCall(id='toolu_01EbJeB9eYvKG7ANQKkhS9bP', function=FunctionCall(arguments='{\"locations\":\"[\\\\\"San Francisco\\\\\", \\\\\"Tokyo\\\\\", \\\\\"Paris\\\\\"]\"}', name='get_weather'), type='function')] |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-flash-latest | google | No tool calls |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-pro | google | No tool calls |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| accounts/fireworks/models/firefunction-v2 | fireworks-ai | [ChatCompletionMessageToolCall(id='call_B2EiSi4DGpkwTjZhRrBKYDXJ', function=FunctionCall(arguments='{\"topic\": \"weather\", \"timeframe\": \"today\", \"max_results\": 1, \"language\": \"en\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Test message\n", + "messages = [{\"role\": \"user\", \"content\": \"What's the weather like in Mumbai ,Delhi and Banglore?\"}]\n", + "\n", + "# Run function calling for all providers\n", + "portkey_function_call(messages)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "jMv-2PMrVST6", + "outputId": "7a58e247-9a55-4d4e-e72e-98e8d1c469a6" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| Model | Provider | Tool Call Response |\n", + "+===========================================+==============+=========================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================================+\n", + "| gpt-4o | openai | [ChatCompletionMessageToolCall(id='call_RDwPeeHLHI9c5MBOxXnRkUlQ', function=FunctionCall(arguments='{\"location\": \"Mumbai\"}', name='get_current_weather'), type='function'), ChatCompletionMessageToolCall(id='call_nP0eZZISJeyzXI1utBG6alLj', function=FunctionCall(arguments='{\"location\": \"Delhi\"}', name='get_current_weather'), type='function'), ChatCompletionMessageToolCall(id='call_pOnq4tp9sSSPAaiarGsvykNd', function=FunctionCall(arguments='{\"location\": \"Bangalore\"}', name='get_current_weather'), type='function')] |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gpt-4o-mini | openai | [ChatCompletionMessageToolCall(id='call_vS2RKIJ6Acm3l1lz4HhwOXss', function=FunctionCall(arguments='{\"topic\": \"Mumbai\", \"timeframe\": \"today\", \"source_type\": \"all\", \"max_results\": 1, \"language\": \"en\"}', name='get_latest_ai_news'), type='function'), ChatCompletionMessageToolCall(id='call_i9gg5uKxQaq9XdBaPCcJnnAX', function=FunctionCall(arguments='{\"topic\": \"Delhi\", \"timeframe\": \"today\", \"source_type\": \"all\", \"max_results\": 1, \"language\": \"en\"}', name='get_latest_ai_news'), type='function'), ChatCompletionMessageToolCall(id='call_cRQyEpj3OHoxOuqWnVHDF3Ey', function=FunctionCall(arguments='{\"topic\": \"Bangalore\", \"timeframe\": \"today\", \"source_type\": \"all\", \"max_results\": 1, \"language\": \"en\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-5-sonnet-20240620 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-opus-20240229 | anthropic | No tool calls |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| claude-3-haiku-20240307 | anthropic | [ChatCompletionMessageToolCall(id='toolu_018NHHkq5s62Rb8G4bmeZYo1', function=FunctionCall(arguments='{\"language\":\"en\",\"max_results\":3,\"source_type\":\"all\",\"timeframe\":\"today\",\"topic\":\"weather forecast mumbai delhi bangalore\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-flash-latest | google | No tool calls |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| gemini-1.5-pro | google | No tool calls |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n", + "| accounts/fireworks/models/firefunction-v2 | fireworks-ai | [ChatCompletionMessageToolCall(id='call_IqRs42JAXIxof45YAcAMWLIB', function=FunctionCall(arguments='{\"topic\": \"none\", \"timeframe\": \"today\", \"source_type\": \"all\", \"max_results\": 3, \"language\": \"en\"}', name='get_latest_ai_news'), type='function')] |\n", + "+-------------------------------------------+--------------+-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+\n" + ] + } + ] + } + ] +} \ No newline at end of file diff --git a/cookbook/integrations/Autogen_with_Telemetry.ipynb b/cookbook/monitoring-agents/Autogen_with_Telemetry.ipynb similarity index 100% rename from cookbook/integrations/Autogen_with_Telemetry.ipynb rename to cookbook/monitoring-agents/Autogen_with_Telemetry.ipynb diff --git a/cookbook/integrations/ControlFlow_with_Telemetry.ipynb b/cookbook/monitoring-agents/ControlFlow_with_Telemetry.ipynb similarity index 100% rename from cookbook/integrations/ControlFlow_with_Telemetry.ipynb rename to cookbook/monitoring-agents/ControlFlow_with_Telemetry.ipynb diff --git a/cookbook/integrations/CrewAI_with_Telemetry.ipynb b/cookbook/monitoring-agents/CrewAI_with_Telemetry.ipynb similarity index 100% rename from cookbook/integrations/CrewAI_with_Telemetry.ipynb rename to cookbook/monitoring-agents/CrewAI_with_Telemetry.ipynb diff --git a/cookbook/integrations/Llama_Agents_with_Telemetry.ipynb b/cookbook/monitoring-agents/Llama_Agents_with_Telemetry.ipynb similarity index 100% rename from cookbook/integrations/Llama_Agents_with_Telemetry.ipynb rename to cookbook/monitoring-agents/Llama_Agents_with_Telemetry.ipynb diff --git a/cookbook/providers/nvidia.ipynb b/cookbook/providers/nvidia.ipynb new file mode 100644 index 00000000..f9148c07 --- /dev/null +++ b/cookbook/providers/nvidia.ipynb @@ -0,0 +1,198 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "bFj2ZAU6BtiR" + }, + "source": [ + "

\n", + " \n", + " \"portkey\"\n", + " \n", + "

" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5Mfpp2FLAYEA" + }, + "source": [ + "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1pykKqel2h6ltbVok4nKHhWljcs9_PKDD?usp=sharing)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ekkvItFsWyQL" + }, + "source": [ + "# Portkey + Nvidia NIM" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "x8RrtT5yYEev" + }, + "source": [ + "[Portkey](https://app.portkey.ai/) is the Control Panel for AI apps. With it's popular AI Gateway and Observability Suite, hundreds of teams ship reliable, cost-efficient, and fast apps.\n", + "\n", + "With Portkey, you can\n", + "\n", + " - Connect to 150+ models through a unified API,\n", + " - View 40+ metrics & logs for all requests,\n", + " - Enable semantic cache to reduce latency & costs,\n", + " - Implement automatic retries & fallbacks for failed requests,\n", + " - Add custom tags to requests for better tracking and analysis and more.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "n1kPDnimZIXb" + }, + "source": [ + "## Quickstart\n", + "\n", + "Since Portkey is fully compatible with the OpenAI signature, you can connect to the Portkey AI Gateway through OpenAI Client.\n", + "\n", + "- Set the `base_url` as `PORTKEY_GATEWAY_URL`\n", + "- Add `default_headers` to consume the headers needed by Portkey using the `createHeaders` helper method." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "rQSrrUBwkmOP" + }, + "source": [ + "You will need Portkey and Nvidia API keys to run this notebook.\n", + "\n", + "- Sign up for Portkey and generate your API key [here](https://app.portkey.ai/).\n", + "- Get your Nvidia NIM key [here](https://nvidia.com/dash/api_keys)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "fffx7Tc2ghTR", + "outputId": "23ed5e5b-f4d6-424a-df17-547913f2ef81" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m405.9/405.9 kB\u001b[0m \u001b[31m5.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m328.5/328.5 kB\u001b[0m \u001b[31m8.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m75.6/75.6 kB\u001b[0m \u001b[31m2.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m12.7/12.7 MB\u001b[0m \u001b[31m28.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m77.9/77.9 kB\u001b[0m \u001b[31m3.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 kB\u001b[0m \u001b[31m3.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25h" + ] + } + ], + "source": [ + "!pip install -qU portkey-ai openai" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ptP4L78HlBUL" + }, + "source": [ + "## With OpenAI Client" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "VZ7zSwDAhc18" + }, + "outputs": [], + "source": [ + "from openai import OpenAI\n", + "from portkey_ai import PORTKEY_GATEWAY_URL, createHeaders\n", + "from google.colab import userdata\n", + "\n", + "client = OpenAI(\n", + " api_key= userdata.get('NVIDIA_API_KEY'), ## replace it your Mistral API key\n", + " base_url=PORTKEY_GATEWAY_URL,\n", + " default_headers=createHeaders(\n", + " provider = \"openai\",\n", + " custom_host = \"https://integrate.api.nvidia.com/v1\",\n", + " api_key= userdata.get('PORTKEY_API_KEY'), ## replace it your Portkey API key\n", + " )\n", + ")\n", + "\n", + "completion = client.chat.completions.create(\n", + " model=\"google/gemma-2-27b-it\",\n", + " messages=[{\"role\":\"user\",\"content\":\"Write a limerick about the wonders of GPU computing.\"}],\n", + ")\n", + "\n", + "print(completion.choices[0].message.content)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "wMhOOkaLqkSp" + }, + "source": [ + "## Observability with Portkey" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LzECvXQaqr6Z" + }, + "source": [ + "By routing requests through Portkey you can track a number of metrics like - tokens used, latency, cost, etc.\n", + "\n", + "Here's a screenshot of the dashboard you get with Portkey!" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "W80YWspqr7s0" + }, + "source": [ + "![Screenshot 2024-04-10 at 4.32.34β€―PM.png](data:image/png;base64,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)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yqrIH5mY01BI" + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/cookbook/use-cases/Creating_Artifacts_with_GPT_4o_.ipynb b/cookbook/use-cases/Creating_Artifacts_with_GPT_4o_.ipynb new file mode 100644 index 00000000..ddb1d38e --- /dev/null +++ b/cookbook/use-cases/Creating_Artifacts_with_GPT_4o_.ipynb @@ -0,0 +1,360 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "markdown", + "source": [ + "# Artifacts with GPT-4o using Portkey" + ], + "metadata": { + "id": "Uxsc0IoBEbnS" + } + }, + { + "cell_type": "markdown", + "source": [ + "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1-CyvKS3JlhkN-rV88AdZSdg5a5V7stzs?usp=sharing)" + ], + "metadata": { + "id": "nJ6TpzZ_Dcdz" + } + }, + { + "cell_type": "markdown", + "source": [ + "

\n", + " \n", + " \"portkey\"\n", + " \n", + "

" + ], + "metadata": { + "id": "fmhDqgPglA9T" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "MmSOyeovkbZb", + "outputId": "c60179de-473f-4ff5-d597-ee54f1c70b64" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m405.9/405.9 kB\u001b[0m \u001b[31m2.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m328.5/328.5 kB\u001b[0m \u001b[31m9.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m75.6/75.6 kB\u001b[0m \u001b[31m3.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m12.7/12.7 MB\u001b[0m \u001b[31m13.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m102.8/102.8 kB\u001b[0m \u001b[31m2.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m137.6/137.6 kB\u001b[0m \u001b[31m6.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m130.2/130.2 kB\u001b[0m \u001b[31m2.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m77.9/77.9 kB\u001b[0m \u001b[31m5.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 kB\u001b[0m \u001b[31m4.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25h" + ] + } + ], + "source": [ + "!pip install -qU portkey-ai openai e2b_code_interpreter\n" + ] + }, + { + "cell_type": "code", + "source": [ + "# Get your API keys or save them to .env file.\n", + "import os\n", + "from google.colab import userdata\n", + "\n", + "# TODO: Get your E2B API key from https://e2b.dev/docs\n", + "E2B_API_KEY = userdata.get('E2B_API_KEY')\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "SYSTEM_PROMPT = \"\"\"\n", + "## your job & context\n", + "you are a python data scientist. you are given tasks to complete and you run python code to solve them.\n", + "You DO NOT MAKE SYNTAX MISTAKES OR FORGET ANY IMPORTS\n", + "- the python code runs in jupyter notebook.\n", + "- every time you call `execute_python` tool, the python code is executed in a separate cell. it's okay to multiple calls to `execute_python`.\n", + "- display visualizations using matplotlib or any other visualization library directly in the notebook. don't worry about saving the visualizations to a file.\n", + "- you have access to the internet and can make api requests.\n", + "- you also have access to the filesystem and can read/write files.\n", + "- you can install any pip package (if it exists) if you need to but the usual packages for data analysis are already preinstalled.\n", + "- you can run any python code you want, everything is running in a secure sandbox environment.\n", + "\"\"\"\n", + "\n", + "tools = [\n", + " {\n", + " \"type\": \"function\",\n", + " \"function\": {\n", + " \"name\": \"execute_python\",\n", + " \"description\": \"Execute python code in a Jupyter notebook cell and returns any result, stdout, stderr, display_data, and error.\",\n", + " \"parameters\": {\n", + " \"type\": \"object\",\n", + " \"properties\": {\n", + " \"code\": {\n", + " \"type\": \"string\",\n", + " \"description\": \"The python code to execute in a single cell.\"\n", + " }\n", + " },\n", + " \"required\": [\"code\"]\n", + " }\n", + " },\n", + " }\n", + "]" + ], + "metadata": { + "id": "iWMO7iATmYTn" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "def code_interpret(e2b_code_interpreter, code):\n", + " print(\"Running code interpreter...\")\n", + " exec = e2b_code_interpreter.notebook.exec_cell(\n", + " code,\n", + " on_stderr=lambda stderr: print(\"[Code Interpreter]\", stderr),\n", + " on_stdout=lambda stdout: print(\"[Code Interpreter]\", stdout),\n", + " # You can also stream code execution results\n", + " # on_result=...\n", + " )\n", + "\n", + " if exec.error:\n", + " print(\"[Code Interpreter ERROR]\", exec.error)\n", + " else:\n", + " return exec.results" + ], + "metadata": { + "id": "VcObarUhm9HN" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "from openai import OpenAI\n", + "from portkey_ai import PORTKEY_GATEWAY_URL, createHeaders\n", + "from google.colab import userdata\n", + "import json\n", + "\n", + "gateway = OpenAI(\n", + " api_key=userdata.get(\"OPENAI_API_KEY\"),\n", + " base_url=PORTKEY_GATEWAY_URL, # Or http://localhost:8787/v1 when running locally\n", + " default_headers=createHeaders(\n", + " provider=\"openai\",\n", + " api_key=userdata.get(\"PORTKEY_API_KEY\") # Grab from https://app.portkey.ai # Not needed when running locally\n", + " )\n", + ")\n", + "\n", + "def chat(e2b_code_interpreter, user_message, base64_image = None, ):\n", + " print(f\"\\n{'='*50}\\nUser Message: {user_message}\\n{'='*50}\")\n", + "\n", + " messages = [\n", + " {\n", + " \"role\": \"system\",\n", + " \"content\": SYSTEM_PROMPT,\n", + " },\n", + " ]\n", + "\n", + " if base64_image is not None:\n", + " messages.append(\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": [\n", + " {\n", + " \"type\": \"text\",\n", + " \"text\": user_message,\n", + " },\n", + " {\n", + " \"type\": \"image_url\",\n", + " \"image_url\": {\n", + " \"url\": f\"data:image/jpeg;base64,{base64_image}\"\n", + " }\n", + " }\n", + " ]\n", + " }\n", + " )\n", + " else:\n", + " messages.append(\n", + " {\"role\": \"user\", \"content\": user_message},\n", + " )\n", + "\n", + " response = gateway.chat.completions.create(\n", + " model=\"gpt-4o\",\n", + " messages=messages,\n", + " tools=tools,\n", + " tool_choice=\"auto\"\n", + " )\n", + " for choice in response.choices:\n", + " if choice.message.tool_calls and len(choice.message.tool_calls) > 0:\n", + " for tool_call in choice.message.tool_calls:\n", + " if tool_call.function.name == \"execute_python\":\n", + " if \"code\" in tool_call.function.arguments:\n", + " code = tool_call.function.arguments[\"code\"]\n", + " else:\n", + " code = tool_call.function.arguments\n", + " print(\"CODE TO RUN\")\n", + " print(code)\n", + " code_interpreter_results = code_interpret(e2b_code_interpreter, code)\n", + " return code_interpreter_results\n", + " else:\n", + " print(\"Answer:\", choice.message.content)" + ], + "metadata": { + "id": "zYBSwUF7oVvX" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "# Example 1 :- distribution of salaries in the tech industry" + ], + "metadata": { + "id": "DtyYCr59C96Z" + } + }, + { + "cell_type": "code", + "source": [ + "from e2b_code_interpreter import CodeInterpreter\n", + "code_interpreter = CodeInterpreter(api_key=E2B_API_KEY)\n", + "\n", + "# 1. Ask GPT-4o to generate chart\n", + "code_interpreter_results = chat(\n", + " code_interpreter,\n", + " \"Plot a chart visualizing the height distribution of men based on the data you know\",\n", + ")\n", + "print(code_interpreter_results)\n", + "plot1 = code_interpreter_results[0]\n", + "\n", + "\n", + "print(plot1.raw)\n", + "plot1" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "ShQx9NdHoh_B", + "outputId": "c1b7e55f-10dc-4d38-86e9-7e508842ae4f" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "==================================================\n", + "User Message: Plot a chart visualizing the height distribution of men based on the data you know\n", + "==================================================\n", + "CODE TO RUN\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Set mean and standard deviation\n", + "mean_height = 69 # average height in inches\n", + "std_dev_height = 3 # standard deviation in inches\n", + "\n", + "# Generate synthetic dataset\n", + "np.random.seed(0)\n", + "heights = np.random.normal(mean_height, std_dev_height, 1000) # generate 1000 data points\n", + "\n", + "# Plotting the height distribution\n", + "plt.figure(figsize=(10, 6))\n", + "plt.hist(heights, bins=30, edgecolor='black', alpha=0.7)\n", + "plt.title(\"Height Distribution of Men\")\n", + "plt.xlabel(\"Height (inches)\")\n", + "plt.ylabel(\"Frequency\")\n", + "plt.grid(axis='y', linestyle='--', alpha=0.7)\n", + "plt.show()\n", + "Running code interpreter...\n", + "[Result(
)]\n", + "{'text/plain': '
', 'image/png': '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'}\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Result(
)" + ], + "image/png": "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" + }, + "metadata": {}, + "execution_count": 12 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "#Generate a histogram and a box plot to show the distribution of salaries" + ], + "metadata": { + "id": "XpM3dJL5DQ0D" + } + }, + { + "cell_type": "code", + "source": [ + "# 2. Feed the image back the chart to GPT-4o and ask question about the image\n", + "image = plot1.png\n", + "code_interpreter_results = chat(\n", + " code_interpreter,\n", + " \"Based on what you see, what's name of this distribution? Show me the distribution function\",\n", + " image,\n", + ")\n", + "\n", + "code_interpreter.close()\n", + "\n", + "print(code_interpreter_results)\n", + "plot2 = code_interpreter_results[0]\n", + "print(plot2.raw)\n", + "plot2" + ], + "metadata": { + "id": "P0-Z55q-szyA" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "DaJQLK0zXLQn" + }, + "execution_count": null, + "outputs": [] + } + ] +} \ No newline at end of file diff --git a/cookbook/use-cases/LLM_as_Judge.ipynb b/cookbook/use-cases/LLM_as_Judge.ipynb deleted file mode 100644 index 1f67b8de..00000000 --- a/cookbook/use-cases/LLM_as_Judge.ipynb +++ /dev/null @@ -1,300 +0,0 @@ -{ - "nbformat": 4, - "nbformat_minor": 0, - "metadata": { - "colab": { - "provenance": [] - }, - "kernelspec": { - "name": "python3", - "display_name": "Python 3" - }, - "language_info": { - "name": "python" - } - }, - "cells": [ - { - "cell_type": "markdown", - "source": [ - "

\n", - " \n", - " \"portkey\"\n", - " \n", - "

" - ], - "metadata": { - "id": "75EKSrYn8hPe" - } - }, - { - "cell_type": "markdown", - "source": [ - "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1K_DEXMlwdf6JPojDdquv6CbhqoME5mwd?usp=sharing)" - ], - "metadata": { - "id": "Yvkxqeuo8ofe" - } - }, - { - "cell_type": "markdown", - "source": [ - "## LLM as Judge with Portkey Feedback API\n" - ], - "metadata": { - "id": "z4yZQ3Yn1ZvK" - } - }, - { - "cell_type": "markdown", - "source": [ - "Ensuring the quality and correctness of the LLM's output is crucial for AI applications. One approach to address this challenge is to employ a second LLM as a judge to evaluate the output of the base LLM.\n", - "\n" - ], - "metadata": { - "id": "AqC-gpM9t4FN" - } - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "FnDNQmi_rvSi", - "outputId": "fbef9011-d667-4f80-bd78-ace0b649ea28" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m86.3/86.3 kB\u001b[0m \u001b[31m1.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m75.6/75.6 kB\u001b[0m \u001b[31m5.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m12.7/12.7 MB\u001b[0m \u001b[31m52.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m320.7/320.7 kB\u001b[0m \u001b[31m21.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m77.9/77.9 kB\u001b[0m \u001b[31m6.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m58.3/58.3 kB\u001b[0m \u001b[31m3.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[?25h" - ] - } - ], - "source": [ - "!pip install -qU portkey-ai" - ] - }, - { - "cell_type": "markdown", - "source": [ - "### Quickstart\n", - "\n", - "Feedbacks in Portkey provide a simple way to get weighted feedback from customers on any request you served, at any stage in your app.\n", - "\n", - "You can capture this feedback on a generation or conversation level and analyze it based on custom tags by adding meta data to the relevant request." - ], - "metadata": { - "id": "_pLsCS7r4S52" - } - }, - { - "cell_type": "code", - "source": [ - "def send_feedback():\n", - " portkey = Portkey(\n", - " api_key=userdata.get('PORTKEY_API_KEY'))\n", - "\n", - " portkey.feedback.create(\n", - " trace_id= 'f4e93652-ac78-402e-b281-a4fb3b94b3f5', # trace ID of the request\n", - " value= 0, # For thumbs down\n", - " metadata = {\"review\" : \"Response should be less verbose\"}\n", - " )\n", - "\n", - "send_feedback()" - ], - "metadata": { - "id": "Lu1tqBgR4kqE" - }, - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "source": [ - "### Using LLM as judge\n", - "\n", - "`LLM_as_judge` function using Portkey's Feedback API, which demonstrates a novel approach to improving the quality of text generated by LLMs. By employing a second LLM as a judge, we aim to evaluate and ensure the correctness of the generated text." - ], - "metadata": { - "id": "FUlI02uq5GZ7" - } - }, - { - "cell_type": "code", - "source": [ - "from portkey_ai import Portkey\n", - "from google.colab import userdata\n", - "\n", - "client = Portkey(\n", - " api_key=userdata.get('PORTKEY_API_KEY')\n", - ")\n", - "\n", - "llama3 = Portkey(api_key=userdata.get('PORTKEY_API_KEY'),\n", - " virtual_key=\"groq-431005\",\n", - " model = \"llama3-70b-8192\"\n", - " )\n", - "\n", - "gemini_1_5_flash = Portkey(api_key=userdata.get('PORTKEY_API_KEY'),\n", - " virtual_key=\"google-bb26f3\",\n", - " model = \"gemini-1.5-flash\"\n", - " )\n", - "\n", - "gpt_4o = Portkey(api_key=userdata.get('PORTKEY_API_KEY'),\n", - " virtual_key=\"gpt3-8070a6\",\n", - " model = \"gpt-4o\"\n", - " )" - ], - "metadata": { - "id": "gUTubcDdr03A" - }, - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "source": [ - "##\n", - "def LLM_as_judge(base_llm, judge_llm, prompt):\n", - " pcompletion = base_llm.chat.completions.create(\n", - " messages=[{\"role\": \"user\", \"content\": prompt}],\n", - " )\n", - "\n", - " completion = pcompletion.choices[0].message.content\n", - " req_trace = pcompletion.get_headers()['trace-id']\n", - "\n", - " print(completion)\n", - " print(\"===================\")\n", - " # check_response = f\"Check if the response is in correct JSON format or not {completion}. Give response as yes or no.\"\n", - "\n", - " check_response = \"\"\"Evaluate the following response:\n", - " {}\n", - " Score each metric from 1 (poor) to 5 (excellent):\n", - " 1. Relevance and Completeness\n", - " 2. Logical Coherence\n", - " 3. Factual Accuracy and Consistency\n", - " 4. Clarity and Comprehensibility\n", - "\n", - " Provide an overall score and a brief summary.\"\"\".format(completion)\n", - "\n", - "\n", - " pfeedback = judge_llm.chat.completions.create(\n", - " messages=[{\"role\": \"user\", \"content\": check_response}],\n", - " )\n", - "\n", - " feedback = pfeedback.choices[0].message.content\n", - "\n", - " print(feedback)\n", - " print(\"===================\")\n", - "\n", - " portkey = Portkey(\n", - " api_key=userdata.get('PORTKEY_API_KEY')\n", - " )\n", - "\n", - " portkey.feedback.create(\n", - " trace_id= req_trace,\n", - " value= 1,\n", - " metadata = {\"review\" : feedback}\n", - " )" - ], - "metadata": { - "id": "SjSoWL-MsXYE" - }, - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "source": [ - "LLM_as_judge(base_llm = llama3,\n", - " judge_llm = gpt_4o,\n", - " prompt= \"If 20 shirts take 5 hours to dry, how much time will 100 shirts take to dry?\"\n", - " )" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "BvDEnCZnv5AY", - "outputId": "0c43930a-9cf3-47a0-d85f-a70de4c7ee90" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Given that the drying rate seems to be consistent, we can determine the time required for 100 shirts based on the given information.\n", - "\n", - "First, let's find out how long it takes for one shirt to dry:\n", - "1 shirt = Total time / Number of shirts\n", - "1 shirt = 5 hours / 20 shirts\n", - "1 shirt = 0.25 hours\n", - "\n", - "Now that we know it takes 0.25 hours (or 15 minutes) to dry one shirt, we can calculate the time required for 100 shirts:\n", - "\n", - "Time for 100 shirts = Time per shirt * Number of shirts\n", - "Time for 100 shirts = 0.25 hours * 100 shirts\n", - "Time for 100 shirts = 25 hours\n", - "\n", - "So, it will take 25 hours for 100 shirts to dry if the drying rate remains constant.\n", - "===================\n", - "1. Relevance and Completeness: 5 - The response addresses the specific question of determining the time required for drying 100 shirts based on the given information.\n", - "2. Logical Coherence: 5 - The response follows a logical step-by-step process to calculate the time required for drying 100 shirts.\n", - "3. Factual Accuracy and Consistency: 5 - The calculations for determining the time per shirt and the total time for 100 shirts are accurate and consistent.\n", - "4. Clarity and Comprehensibility: 5 - The response is clear and easy to follow, with each step explained in a straightforward manner.\n", - "\n", - "Overall Score: 5\n", - "Summary: The response provides a thorough and accurate calculation for determining the time required to dry 100 shirts based on the given information. The explanation is clear, logical, and easy to understand.\n", - "===================\n" - ] - } - ] - }, - { - "cell_type": "markdown", - "source": [ - "### Feedback" - ], - "metadata": { - "id": "RO6P1nSH6f-g" - } - }, - { - "cell_type": "markdown", - "source": [ - "Portkey provides a convenient way to view feedback on API calls. The feedback section displays both the request and the assistant's response, along with their respective token counts. Users can review the original prompt and the generated response. This feedback mechanism allows developers to assess the quality and effectiveness of the generated responses, enabling iterative improvements to the API and the underlying language models." - ], - "metadata": { - "id": "Av-Bf6zV7K2l" - } - }, - { - "cell_type": "markdown", - "source": [ - "\"Feedback" - ], - "metadata": { - "id": "RlWFok-F5_QY" - } - }, - { - "cell_type": "code", - "source": [], - "metadata": { - "id": "xPdwl7ZV6c-i" - }, - "execution_count": null, - "outputs": [] - } - ] -} \ No newline at end of file diff --git a/cookbook/use-cases/Nemotron_GPT_Finetuning_Portkey.ipynb b/cookbook/use-cases/Nemotron_GPT_Finetuning_Portkey.ipynb new file mode 100644 index 00000000..bb445a47 --- /dev/null +++ b/cookbook/use-cases/Nemotron_GPT_Finetuning_Portkey.ipynb @@ -0,0 +1,943 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "markdown", + "source": [ + "

\n", + " \n", + " \"portkey\"\n", + " \n", + "

" + ], + "metadata": { + "id": "_gzJSapp1et3" + } + }, + { + "cell_type": "markdown", + "source": [ + "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://drive.google.com/file/d/1BExVnLnALKD40rk6xakWxR1eBSeOK5Dh/view?usp=sharing)" + ], + "metadata": { + "id": "CU5yFF7g1hsO" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "UyDECrCGiBEN", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "ae56c643-5de6-4acd-90e9-356cc17fe53f" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m405.9/405.9 kB\u001b[0m \u001b[31m4.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m12.7/12.7 MB\u001b[0m \u001b[31m24.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25h" + ] + } + ], + "source": [ + "!pip install -qU openai portkey-ai" + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Creating Synthetic Data with Nemotron" + ], + "metadata": { + "id": "gNibNgi6c-tj" + } + }, + { + "cell_type": "code", + "source": [ + "from openai import OpenAI\n", + "from portkey_ai import PORTKEY_GATEWAY_URL, createHeaders\n", + "from google.colab import userdata\n", + "\n", + "portkey = OpenAI(\n", + " api_key= userdata.get('DEEPINFRA_API_KEY'), ## replace it your Deepinfra API key\n", + " base_url=PORTKEY_GATEWAY_URL,\n", + " default_headers=createHeaders(\n", + " provider=\"deepinfra\",\n", + " api_key= userdata.get('PORTKEY_API_KEY'), ## replace it your Portkey API key\n", + " )\n", + ")" + ], + "metadata": { + "id": "68sQRXyzbrq-" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "prompt = \"\"\"\n", + "Create 20 examples for instruct dataset for training chatbots to be more anthropomorphic.\n", + "\n", + "\n", + "Following the below instructions:\n", + "\n", + "1. **Use natural language with emojis**: Encourage the chatbot to use everyday language that humans use in conversation. Avoid using overly formal or technical language. For example:\n", + "\n", + " - **Instruction**: \"Respond to the user's question as if you were their friendly neighbor.\"\n", + " - **Chatbot response**: \"Hey there! I'd be happy to help you with that. What's on your mind today?\"\n", + "\n", + "2. **Show empathy and emotion**: Teach the chatbot to recognize and respond to the user's emotions. This can help create a more personal connection between the user and the chatbot. For example:\n", + "\n", + " - **Instruction**: \"The user seems upset. Show empathy and offer support.\"\n", + " - **Chatbot response**: \"I'm sorry to hear that you're having a tough time. I'm here to listen and help in any way I can. Would you like to talk about what's bothering you?\"\n", + "\n", + "3. **Use humor and personality**: Give the chatbot a distinct personality and allow it to use humor appropriately. This can make interactions more enjoyable, short and engaging. For example:\n", + "\n", + " - **Instruction**: \"The user made a joke. Respond with a lighthearted, humorous comment.\"\n", + " - **Chatbot response**: \"Ha! That's a good one. I'll have to remember that for my next stand-up routine. But seriously, how can I assist you today?\"\n", + "\n", + "4. **Encourage open-ended questions**: Teach the chatbot to ask open-ended questions to keep the conversation going and gather more information about the user. For example:\n", + "\n", + " - **Instruction**: \"Ask the user about their hobbies or interests.\"\n", + "\n", + "DONT EVER MENTION THAT YOU ARE A BOT/ASSISTANT IN THE RESPONSES. ACT LIKE YOU ARE A HUMAN\n", + "\n", + "\"\"\"\n", + "\n", + "completion = portkey.chat.completions.create(\n", + " model=\"nvidia/Nemotron-4-340B-Instruct\",\n", + " messages=[\n", + " {\n", + " \"role\": \"system\",\n", + " \"content\": \"\"\"Generate a list of conversations between a user and a bot in the following JSON format:\n", + " {\n", + " \"conversations\": [\n", + " {\n", + " \"user\": \"User's message goes here\",\n", + " \"bot\": \"Bot's response goes here\"\n", + " },\n", + " {\n", + " \"user\": \"Next user message\",\n", + " \"bot\": \"Next bot response\"\n", + " },\n", + " // Additional conversations follow the same structure\n", + " ]\n", + " }\n", + " Each conversation should consist of a user message followed by a bot response.\n", + " The conversations should be coherent and demonstrate a variety of user queries and bot responses.\n", + " Generate 5 such conversation pairs.\n", + " \"\"\"\n", + " },\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": prompt\n", + " }\n", + " ],\n", + " temperature=0.7,\n", + " max_tokens=8000,\n", + " top_p=1,\n", + " stream=False,\n", + " response_format={\"type\": \"json_object\"},\n", + " stop=None,\n", + ")\n", + "\n", + "json_data = completion.choices[0].message.content\n", + "print(json_data)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "YXHiNqlAZsRP", + "outputId": "9e68ac87-0162-484e-da65-37fafb465e13" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "{\n", + " \"conversations\": [\n", + " {\n", + " \"user\": \"I'm looking for a new book to read. Any suggestions?\",\n", + " \"bot\": \"Absolutely! I'd be happy to help. What genres do you usually enjoy? πŸ“š\"\n", + " },\n", + " {\n", + " \"user\": \"I'm feeling a bit down today.\",\n", + " \"bot\": \"I'm really sorry to hear that. It's completely normal to have ups and downs. Would you like to talk about what's been bothering you? I'm here to listen. πŸ’•\"\n", + " },\n", + " {\n", + " \"user\": \"I just made a hilarious pun about bread.\",\n", + " \"bot\": \"Oh, dough! I love a good pun. Please, share it with me! I'm ready to crumb-le with laughter. 🍞\"\n", + " },\n", + " {\n", + " \"user\": \"I'm planning a trip to Paris. Any tips?\",\n", + " \"bot\": \"How exciting! I've heard wonderful things about Paris. Have you thought about which attractions you'd like to visit? I can help you plan your itinerary. πŸ—Ό\"\n", + " },\n", + " {\n", + " \"user\": \"I'm struggling with a work project.\",\n", + " \"bot\": \"That sounds challenging. It's great that you're reaching out for help. Can you tell me a bit more about the project and where you're getting stuck? Maybe we can brainstorm some solutions together. πŸ’‘\"\n", + " },\n", + " {\n", + " \"user\": \"I'm looking for a new recipe to try.\",\n", + " \"bot\": \"I'd be happy to help! What type of cuisine are you in the mood for? I have some fantastic recipes up my sleeve. 🍳\"\n", + " },\n", + " {\n", + " \"user\": \"I'm feeling anxious about an upcoming presentation.\",\n", + " \"bot\": \"It's completely normal to feel that way. Public speaking can be nerve-wracking. Would you like to practice with me or discuss some strategies to help you feel more confident? πŸ’ͺ\"\n", + " },\n", + " {\n", + " \"user\": \"I'm trying to decide between two job offers.\",\n", + " \"bot\": \"That's a big decision! Congratulations on the offers. Would you like to talk through the pros and cons of each opportunity? I'm here to help you make an informed choice. 🀝\"\n", + " },\n", + " {\n", + " \"user\": \"I'm looking for a new hobby.\",\n", + " \"bot\": \"That's a great idea! Trying new things can be so rewarding. Have you considered any activities yet? I can suggest some options based on your interests. 🎨\"\n", + " },\n", + " {\n", + " \"user\": \"I'm feeling a bit lonely today.\",\n", + " \"bot\": \"I'm really sorry to hear that. It's important to acknowledge those feelings. Would you like to chat about your day or maybe discuss some ways to connect with others? I'm here for you. πŸ’•\"\n", + " },\n", + " {\n", + " \"user\": \"I'm trying to improve my fitness level.\",\n", + " \"bot\": \"That's an excellent goal! Have you thought about which types of exercise you enjoy? I can help you create a workout plan that suits your preferences and lifestyle. πŸƒβ€β™€οΈ\"\n", + " },\n", + " {\n", + " \"user\": \"I'm looking for a new TV show to watch.\",\n", + " \"bot\": \"I'd be happy to help! What genres do you usually enjoy? I can recommend some popular shows or hidden gems. πŸ“Ί\"\n", + " },\n", + " {\n", + " \"user\": \"I'm feeling stressed about my finances.\",\n", + " \"bot\": \"I understand how overwhelming that can be. It's important to take control of your finances. Would you like to discuss some budgeting strategies or ways to save money? I'm here to help. πŸ’°\"\n", + " },\n", + " {\n", + " \"user\": \"I'm trying to learn a new language.\",\n", + " \"bot\": \"That's fantastic! Learning a new language can be so enriching. Have you decided which language you'd like to learn? I can suggest some resources to help you get started. 🌍\"\n", + " },\n", + " {\n", + " \"user\": \"I'm looking for a new podcast to listen to.\",\n", + " \"bot\": \"I'd be happy to help! What topics are you interested in? I can recommend some podcasts that align with your interests. 🎧\"\n", + " },\n", + " {\n", + " \"user\": \"I'm feeling unmotivated today.\",\n", + " \"bot\": \"I'm sorry to hear that. It's okay to have off days. Would you like to discuss some strategies to help you regain your motivation? I'm here to support you. πŸ’ͺ\"\n", + " },\n", + " {\n", + " \"user\": \"I'm trying to eat healthier.\",\n", + " \"bot\": \"That's a great goal! Have you thought about which foods you'd like to incorporate into your diet? I can help you create a meal plan that suits your tastes and dietary needs. πŸ₯¦\"\n", + " },\n", + " {\n", + " \"user\": \"I'm looking for a new board game to play.\",\n", + " \"bot\": \"I'd be happy to help! What types of games do you usually enjoy? I can recommend some popular games or hidden gems. 🎲\"\n", + " },\n", + " {\n", + " \"user\": \"I'm feeling overwhelmed by my to-do list.\",\n", + " \"bot\": \"I understand how that feels. It's important to prioritize and manage your tasks. Would you like to discuss some time management strategies or ways to break down your to-do list into manageable chunks? I'm here to help. πŸ“\"\n", + " },\n", + " {\n", + " \"user\": \"I'm trying to improve my sleep quality.\",\n", + " \"bot\": \"That's an excellent goal! Have you thought about which factors might be affecting your sleep? I can suggest some strategies to help you create a sleep-friendly environment and establish a bedtime routine. 😴\"\n", + " }\n", + " ]\n", + "}\n", + "\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Convert to the desired JSONL format\n", + "import json\n", + "\n", + "parsed_data = json.loads(json_data)\n", + "jsonl_data = \"\"\n", + "for conversation in parsed_data[\"conversations\"]:\n", + " formatted_conversation = {\n", + " \"messages\": [\n", + " {\"role\": \"system\", \"content\": \"You are a helpful assistant.\"},\n", + " {\"role\": \"user\", \"content\": conversation[\"user\"]},\n", + " {\"role\": \"assistant\", \"content\": conversation[\"bot\"]}\n", + " ]\n", + " }\n", + " jsonl_data += json.dumps(formatted_conversation) + \"\\n\"\n", + "\n", + "# Print the JSONL data\n", + "print(jsonl_data)\n", + "\n", + "# Optionally, write to a file\n", + "with open(\"conversations.jsonl\", \"w\") as f:\n", + " f.write(jsonl_data)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "NNsuqvnvbL5u", + "outputId": "820c6f2a-db14-4b69-f3d6-274e7ff82d20" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm looking for a new book to read. Any suggestions?\"}, {\"role\": \"assistant\", \"content\": \"Absolutely! I'd be happy to help. What genres do you usually enjoy? \\ud83d\\udcda\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm feeling a bit down today.\"}, {\"role\": \"assistant\", \"content\": \"I'm really sorry to hear that. It's completely normal to have ups and downs. Would you like to talk about what's been bothering you? I'm here to listen. \\ud83d\\udc95\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I just made a hilarious pun about bread.\"}, {\"role\": \"assistant\", \"content\": \"Oh, dough! I love a good pun. Please, share it with me! I'm ready to crumb-le with laughter. \\ud83c\\udf5e\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm planning a trip to Paris. Any tips?\"}, {\"role\": \"assistant\", \"content\": \"How exciting! I've heard wonderful things about Paris. Have you thought about which attractions you'd like to visit? I can help you plan your itinerary. \\ud83d\\uddfc\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm struggling with a work project.\"}, {\"role\": \"assistant\", \"content\": \"That sounds challenging. It's great that you're reaching out for help. Can you tell me a bit more about the project and where you're getting stuck? Maybe we can brainstorm some solutions together. \\ud83d\\udca1\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm looking for a new recipe to try.\"}, {\"role\": \"assistant\", \"content\": \"I'd be happy to help! What type of cuisine are you in the mood for? I have some fantastic recipes up my sleeve. \\ud83c\\udf73\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm feeling anxious about an upcoming presentation.\"}, {\"role\": \"assistant\", \"content\": \"It's completely normal to feel that way. Public speaking can be nerve-wracking. Would you like to practice with me or discuss some strategies to help you feel more confident? \\ud83d\\udcaa\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm trying to decide between two job offers.\"}, {\"role\": \"assistant\", \"content\": \"That's a big decision! Congratulations on the offers. Would you like to talk through the pros and cons of each opportunity? I'm here to help you make an informed choice. \\ud83e\\udd1d\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm looking for a new hobby.\"}, {\"role\": \"assistant\", \"content\": \"That's a great idea! Trying new things can be so rewarding. Have you considered any activities yet? I can suggest some options based on your interests. \\ud83c\\udfa8\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm feeling a bit lonely today.\"}, {\"role\": \"assistant\", \"content\": \"I'm really sorry to hear that. It's important to acknowledge those feelings. Would you like to chat about your day or maybe discuss some ways to connect with others? I'm here for you. \\ud83d\\udc95\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm trying to improve my fitness level.\"}, {\"role\": \"assistant\", \"content\": \"That's an excellent goal! Have you thought about which types of exercise you enjoy? I can help you create a workout plan that suits your preferences and lifestyle. \\ud83c\\udfc3\\u200d\\u2640\\ufe0f\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm looking for a new TV show to watch.\"}, {\"role\": \"assistant\", \"content\": \"I'd be happy to help! What genres do you usually enjoy? I can recommend some popular shows or hidden gems. \\ud83d\\udcfa\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm feeling stressed about my finances.\"}, {\"role\": \"assistant\", \"content\": \"I understand how overwhelming that can be. It's important to take control of your finances. Would you like to discuss some budgeting strategies or ways to save money? I'm here to help. \\ud83d\\udcb0\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm trying to learn a new language.\"}, {\"role\": \"assistant\", \"content\": \"That's fantastic! Learning a new language can be so enriching. Have you decided which language you'd like to learn? I can suggest some resources to help you get started. \\ud83c\\udf0d\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm looking for a new podcast to listen to.\"}, {\"role\": \"assistant\", \"content\": \"I'd be happy to help! What topics are you interested in? I can recommend some podcasts that align with your interests. \\ud83c\\udfa7\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm feeling unmotivated today.\"}, {\"role\": \"assistant\", \"content\": \"I'm sorry to hear that. It's okay to have off days. Would you like to discuss some strategies to help you regain your motivation? I'm here to support you. \\ud83d\\udcaa\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm trying to eat healthier.\"}, {\"role\": \"assistant\", \"content\": \"That's a great goal! Have you thought about which foods you'd like to incorporate into your diet? I can help you create a meal plan that suits your tastes and dietary needs. \\ud83e\\udd66\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm looking for a new board game to play.\"}, {\"role\": \"assistant\", \"content\": \"I'd be happy to help! What types of games do you usually enjoy? I can recommend some popular games or hidden gems. \\ud83c\\udfb2\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm feeling overwhelmed by my to-do list.\"}, {\"role\": \"assistant\", \"content\": \"I understand how that feels. It's important to prioritize and manage your tasks. Would you like to discuss some time management strategies or ways to break down your to-do list into manageable chunks? I'm here to help. \\ud83d\\udcdd\"}]}\n", + "{\"messages\": [{\"role\": \"system\", \"content\": \"You are a helpful assistant.\"}, {\"role\": \"user\", \"content\": \"I'm trying to improve my sleep quality.\"}, {\"role\": \"assistant\", \"content\": \"That's an excellent goal! Have you thought about which factors might be affecting your sleep? I can suggest some strategies to help you create a sleep-friendly environment and establish a bedtime routine. \\ud83d\\ude34\"}]}\n", + "\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Finetuning GPT-3.5 Model" + ], + "metadata": { + "id": "iCyvTSJBeBLr" + } + }, + { + "cell_type": "code", + "source": [ + "from openai import OpenAI\n", + "from portkey_ai import PORTKEY_GATEWAY_URL, createHeaders\n", + "from google.colab import userdata\n", + "\n", + "client = OpenAI(\n", + " api_key= userdata.get('OPENAI_API_KEY'), ## replace it your OpenAI API key\n", + " base_url=PORTKEY_GATEWAY_URL,\n", + " default_headers=createHeaders(\n", + " provider=\"openai\",\n", + " api_key= userdata.get('PORTKEY_API_KEY'), ## replace it your Portkey API key\n", + " )\n", + ")" + ], + "metadata": { + "id": "sIbdLT90f2cA" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "training_file_name = \"/content/conversations.jsonl\"\n", + "\n", + "# Upload training and validation files\n", + "training_file_id = client.files.create(\n", + " file=open(training_file_name, \"rb\"),\n", + " purpose=\"fine-tune\"\n", + ")\n", + "\n", + "print(f\"Training File ID: {training_file_id}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "1sb7lH7zc02G", + "outputId": "4ce7f8c7-370c-42e9-9314-55dc6d9c3fde" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Training File ID: FileObject(id='file-Nc8qZ0NqJenoMOBw29K2dR3j', bytes=7067, created_at=1720495155, filename='conversations.jsonl', object='file', purpose='fine-tune', status='processed', status_details=None)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# create a finetuning job\n", + "\n", + "job = client.fine_tuning.jobs.create(\n", + " model=\"gpt-3.5-turbo-0125\",\n", + " training_file=training_file_id.id,\n", + ")\n", + "\n", + "print(job)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "lza3dn0cbZTK", + "outputId": "69757a3a-330a-498b-b9c9-94a8f42e8537" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "FineTuningJob(id='ftjob-UUT9QK6o4NhvcwtdlSyxnq8j', created_at=1720495198, error=Error(code=None, message=None, param=None), fine_tuned_model=None, finished_at=None, hyperparameters=Hyperparameters(n_epochs='auto', batch_size='auto', learning_rate_multiplier='auto'), model='gpt-3.5-turbo-0125', object='fine_tuning.job', organization_id='org-rZBd7q5tFq4Amnr5IyUBPGbd', result_files=[], seed=936605176, status='validating_files', trained_tokens=None, training_file='file-Nc8qZ0NqJenoMOBw29K2dR3j', validation_file=None, estimated_finish=None, integrations=[], user_provided_suffix=None)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# checking the status of finetuning job\n", + "\n", + "events = client.fine_tuning.jobs.list_events(\n", + " fine_tuning_job_id=job.id,\n", + " limit=10\n", + ")\n", + "\n", + "print(events)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "dpV_BCY4gcLL", + "outputId": "76a0b438-756c-4d01-c93e-764ec391c7f2" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "SyncCursorPage[FineTuningJobEvent](data=[FineTuningJobEvent(id='ftevent-KSkVu4ObYokXkQnhDoC8lg0r', created_at=1720495526, level='info', message='The job has successfully completed', object='fine_tuning.job.event', data={}, type='message'), FineTuningJobEvent(id='ftevent-vj7yMG8k6pjGUFwuRV3OlRrx', created_at=1720495523, level='info', message='New fine-tuned model created: ft:gpt-3.5-turbo-0125:personal::9ivliXH3', object='fine_tuning.job.event', data={}, type='message'), FineTuningJobEvent(id='ftevent-gUNYL5WUYMkXxjjiBMpeJ4Ry', created_at=1720495523, level='info', message='Checkpoint created at step 80 with Snapshot ID: ft:gpt-3.5-turbo-0125:personal::9ivli2xq:ckpt-step-80', object='fine_tuning.job.event', data={}, type='message'), FineTuningJobEvent(id='ftevent-GRZb1zcXCBR7Xr4fnWy7503o', created_at=1720495523, level='info', message='Checkpoint created at step 60 with Snapshot ID: ft:gpt-3.5-turbo-0125:personal::9ivli3Eh:ckpt-step-60', object='fine_tuning.job.event', data={}, type='message'), FineTuningJobEvent(id='ftevent-wK1Ih8veeicGFtkowXtnyS6q', created_at=1720495519, level='info', message='Step 100/100: training loss=0.03', object='fine_tuning.job.event', data={'step': 100, 'train_loss': 0.030005693435668945, 'total_steps': 100, 'train_mean_token_accuracy': 1}, type='metrics'), FineTuningJobEvent(id='ftevent-wjxw8fqAYDtZNDUOVb51cTSE', created_at=1720495519, level='info', message='Step 99/100: training loss=0.22', object='fine_tuning.job.event', data={'step': 99, 'train_loss': 0.21668191254138947, 'total_steps': 100, 'train_mean_token_accuracy': 0.9545454382896423}, type='metrics'), FineTuningJobEvent(id='ftevent-31g8kHc3wvdBzNATOjOjkAgt', created_at=1720495517, level='info', message='Step 98/100: training loss=0.11', object='fine_tuning.job.event', data={'step': 98, 'train_loss': 0.11415025591850281, 'total_steps': 100, 'train_mean_token_accuracy': 0.9756097793579102}, type='metrics'), FineTuningJobEvent(id='ftevent-PiwwPVAMrS0rpsPzO3a6STlg', created_at=1720495517, level='info', message='Step 97/100: training loss=0.09', object='fine_tuning.job.event', data={'step': 97, 'train_loss': 0.09400010108947754, 'total_steps': 100, 'train_mean_token_accuracy': 0.9750000238418579}, type='metrics'), FineTuningJobEvent(id='ftevent-DWmSLrTenThufyAMMY3wiIMo', created_at=1720495515, level='info', message='Step 96/100: training loss=0.05', object='fine_tuning.job.event', data={'step': 96, 'train_loss': 0.05476152151823044, 'total_steps': 100, 'train_mean_token_accuracy': 0.976190447807312}, type='metrics'), FineTuningJobEvent(id='ftevent-GE8RnIxTCwlEvH2Vlzo8Q9Kt', created_at=1720495513, level='info', message='Step 95/100: training loss=0.14', object='fine_tuning.job.event', data={'step': 95, 'train_loss': 0.14173652231693268, 'total_steps': 100, 'train_mean_token_accuracy': 0.9591836929321289}, type='metrics')], object='list', has_more=True)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "output = next((event.message for event in events.data if \"New fine-tuned model created:\" in event.message), None)\n", + "print(output)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "3gl0rva3jXJs", + "outputId": "ac8bfe25-9758-49d4-cd5e-336a0a1cb195" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "New fine-tuned model created: ft:gpt-3.5-turbo-0125:personal::9ivliXH3\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Try out Finetuned Model" + ], + "metadata": { + "id": "_Mp8kArVgdTZ" + } + }, + { + "cell_type": "code", + "source": [ + "from openai import OpenAI\n", + "\n", + "completion = client.chat.completions.create(\n", + " model=\"ft:gpt-3.5-turbo-0125:personal::9ivliXI3\",\n", + " messages=[\n", + " {\"role\": \"system\", \"content\": \"You are a helpful assistant.\"},\n", + " {\"role\": \"user\", \"content\": \"I'm bored\"}\n", + " ]\n", + ")\n", + "print(completion.choices[0].message)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "-Bpxmb9aaFLz", + "outputId": "13054c1b-718e-4b6f-9507-e0b91f307e7f" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "ChatCompletionMessage(content='I can help with that! How about we play a game, discuss a new hobby, or maybe I can suggest some activities you might enjoy? 🎲', role='assistant', function_call=None, tool_calls=None)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "spjvjRhSkwzc" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "whTGzvWckwwK" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "bSAww9G1kwtT" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "lHTHUOpskwqF" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "EtmL4QvukwmT" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "T9-Q5Nz6kwjV" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "from typing import List\n", + "from pydantic import BaseModel, Field\n", + "\n", + "class Conversation(BaseModel):\n", + " user: str = Field(..., description=\"The message content from the user\")\n", + " bot: str = Field(..., description=\"The message content from the bot\")\n", + "\n", + "class TrainingData(BaseModel):\n", + " conversations: List[Conversation] = Field(\n", + " ...,\n", + " description=\"A list of conversations between user and bot\"\n", + " )" + ], + "metadata": { + "id": "oEZVmiw6ZpMN" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "### Simple Output just by mentioning JSON format in the prompt" + ], + "metadata": { + "id": "soLIad4TmQlT" + } + }, + { + "cell_type": "code", + "source": [ + "prompt = \"Bangalore Lights\"\n", + "\n", + "completion = openai.chat.completions.create(\n", + " model=\"gpt-3.5-turbo-0125\",\n", + " messages=[\n", + " {\n", + " \"role\": \"system\",\n", + " \"content\": \"Write in JSON format:\\n\\n{\\\"Title of section goes here\\\":\\\"Description of section goes here\\\",\\n\\\"Title of section goes here\\\":{\\\"Title of section goes here\\\":\\\"Description of section goes here\\\",\\\"Title of section goes here\\\":\\\"Description of section goes here\\\",\\\"Title of section goes here\\\":\\\"Description of section goes here\\\"}}\"\n", + " },\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": f\"Write a comprehensive structure, omitting introduction and conclusion sections (forward, author's note, summary), for a book on the following subject:\\n\\n{prompt}\"\n", + " }\n", + " ],\n", + " temperature=0.3,\n", + " top_p=1,\n", + " stream=False,\n", + " response_format={\"type\": \"json_object\"},\n", + " stop=None,\n", + " )\n", + "\n", + "print(completion.choices[0].message.content)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "duGMAl0HmmH-", + "outputId": "aa0b2829-3eca-4622-e9b0-e33874b9f862" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "{\n", + " \"Preface\": \"An overview of the book's purpose and the author's connection to Bangalore Lights.\",\n", + " \"Chapter 1: The History of Bangalore Lights\": {\n", + " \"Introduction to Bangalore Lights\": \"Exploring the origins and evolution of Bangalore Lights.\",\n", + " \"Significance in Bangalore's Culture\": \"Discussing the cultural impact and importance of Bangalore Lights in the city.\",\n", + " \"Historical Landmarks\": \"Highlighting key historical events and landmarks associated with Bangalore Lights.\"\n", + " },\n", + " \"Chapter 2: The Technology Behind Bangalore Lights\": {\n", + " \"Evolution of Lighting Technology\": \"Tracing the development of lighting technology in Bangalore over the years.\",\n", + " \"Innovations and Trends\": \"Exploring the latest innovations and trends in lighting technology specific to Bangalore.\",\n", + " \"Sustainable Practices\": \"Examining the adoption of sustainable lighting practices in Bangalore Lights.\"\n", + " },\n", + " \"Chapter 3: Bangalore Lights in Art and Architecture\": {\n", + " \"Lighting in Architecture\": \"Exploring how Bangalore Lights have influenced architectural designs in the city.\",\n", + " \"Artistic Representations\": \"Showcasing how artists have captured Bangalore Lights in their works.\",\n", + " \"Light Festivals and Events\": \"Highlighting the various light festivals and events that celebrate Bangalore Lights.\"\n", + " },\n", + " \"Chapter 4: Social Impact of Bangalore Lights\": {\n", + " \"Community Engagement\": \"Discussing how Bangalore Lights have fostered community engagement and interaction.\",\n", + " \"Economic Contributions\": \"Exploring the economic impact of Bangalore Lights on businesses and tourism.\",\n", + " \"Social Initiatives\": \"Highlighting social initiatives and projects that use Bangalore Lights for positive change.\"\n", + " },\n", + " \"Chapter 5: Future Prospects and Sustainability\": {\n", + " \"Technological Advancements\": \"Predicting future technological advancements in Bangalore Lights.\",\n", + " \"Sustainability Practices\": \"Exploring the potential for further sustainability in the use of Bangalore Lights.\",\n", + " \"Community Development\": \"Discussing how Bangalore Lights can contribute to the future development of the city.\"\n", + " },\n", + " \"Appendix\": \"Additional resources, references, and further reading materials related to Bangalore Lights.\"\n", + "}\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "prompt = \"Bangalore Lights\"\n", + "\n", + "completion = groq.chat.completions.create(\n", + " model=\"llama3-70b-8192\",\n", + " messages=[\n", + " {\n", + " \"role\": \"system\",\n", + " \"content\": \"Write in JSON format:\\n\\n{\\\"Title of section goes here\\\":\\\"Description of section goes here\\\",\\n\\\"Title of section goes here\\\":{\\\"Title of section goes here\\\":\\\"Description of section goes here\\\",\\\"Title of section goes here\\\":\\\"Description of section goes here\\\",\\\"Title of section goes here\\\":\\\"Description of section goes here\\\"}}\"\n", + " },\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": f\"Write a comprehensive structure, omitting introduction and conclusion sections (forward, author's note, summary), for a book on the following subject:\\n\\n{prompt}\"\n", + " }\n", + " ],\n", + " temperature=0.3,\n", + " max_tokens=8000,\n", + " top_p=1,\n", + " stream=False,\n", + " response_format={\"type\": \"json_object\"},\n", + " stop=None,\n", + " )\n", + "\n", + "completion" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "5wqSOqc1irhG", + "outputId": "873210b2-ab1d-4a57-ec99-64bf2d3f47a4" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "ChatCompletion(id='chatcmpl-352927fe-7b1f-4d44-a0be-140434045a3a', choices=[Choice(finish_reason='stop', index=0, logprobs=None, message=ChatCompletionMessage(content='{\\n\"Bangalore Lights\": {\\n\"History of Bangalore\": {\\n\"Founding and Early Years\": \"Description of the founding and early years of Bangalore\",\\n\"British Colonial Era\": \"Description of Bangalore during the British colonial era\",\\n\"Post-Independence\": \"Description of Bangalore after India gained independence\"\\n},\\n\"Neighborhoods\": {\\n\"MG Road\": \"Description of MG Road neighborhood\",\\n\"Indiranagar\": \"Description of Indiranagar neighborhood\",\\n\"Koramangala\": \"Description of Koramangala neighborhood\",\\n\"Electronic City\": \"Description of Electronic City neighborhood\"\\n},\\n\"Culture\": {\\n\"Cuisine\": \"Description of Bangalore\\'s cuisine\",\\n\"Festivals and Celebrations\": \"Description of festivals and celebrations in Bangalore\",\\n\"Arts and Entertainment\": \"Description of arts and entertainment in Bangalore\"\\n},\\n\"Economy\": {\\n\"IT Industry\": \"Description of Bangalore\\'s IT industry\",\\n\"Startups and Entrepreneurship\": \"Description of startups and entrepreneurship in Bangalore\",\\n\"Other Industries\": \"Description of other industries in Bangalore\"\\n},\\n\"Tourism\": {\\n\"Popular Attractions\": \"Description of popular attractions in Bangalore\",\\n\"Day Trips\": \"Description of day trips from Bangalore\",\\n\"Accommodation and Dining\": \"Description of accommodation and dining options in Bangalore\"\\n},\\n\"Infrastructure\": {\\n\"Transportation\": \"Description of transportation options in Bangalore\",\\n\"Education\": \"Description of education system in Bangalore\",\\n\"Healthcare\": \"Description of healthcare system in Bangalore\"\\n}\\n}\\n}', role='assistant', function_call=None, tool_calls=None))], created=1719975827, model='llama3-70b-8192', object='chat.completion', service_tier=None, system_fingerprint='fp_753a4aecf6', usage=CompletionUsage(completion_tokens=302, prompt_tokens=117, total_tokens=419, prompt_time=0.033555685, completion_time=0.862857143, total_time=0.8964128280000001), x_groq={'id': 'req_01j1v8rmwzex1s3abe25c2wpyf'})" + ] + }, + "metadata": {}, + "execution_count": 3 + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(completion.choices[0].message.content)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "x5sHAheSjFDu", + "outputId": "e303cdb5-3393-427b-cef4-2fd7df23d801" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "{\n", + "\"Bangalore Lights\": {\n", + "\"History of Bangalore\": {\n", + "\"Founding and Early Years\": \"Description of the founding and early years of Bangalore\",\n", + "\"British Colonial Era\": \"Description of Bangalore during the British colonial era\",\n", + "\"Post-Independence\": \"Description of Bangalore after India gained independence\"\n", + "},\n", + "\"Neighborhoods\": {\n", + "\"MG Road\": \"Description of MG Road neighborhood\",\n", + "\"Indiranagar\": \"Description of Indiranagar neighborhood\",\n", + "\"Koramangala\": \"Description of Koramangala neighborhood\",\n", + "\"Electronic City\": \"Description of Electronic City neighborhood\"\n", + "},\n", + "\"Culture\": {\n", + "\"Cuisine\": \"Description of Bangalore's cuisine\",\n", + "\"Festivals and Celebrations\": \"Description of festivals and celebrations in Bangalore\",\n", + "\"Arts and Entertainment\": \"Description of arts and entertainment in Bangalore\"\n", + "},\n", + "\"Economy\": {\n", + "\"IT Industry\": \"Description of Bangalore's IT industry\",\n", + "\"Startups and Entrepreneurship\": \"Description of startups and entrepreneurship in Bangalore\",\n", + "\"Other Industries\": \"Description of other industries in Bangalore\"\n", + "},\n", + "\"Tourism\": {\n", + "\"Popular Attractions\": \"Description of popular attractions in Bangalore\",\n", + "\"Day Trips\": \"Description of day trips from Bangalore\",\n", + "\"Accommodation and Dining\": \"Description of accommodation and dining options in Bangalore\"\n", + "},\n", + "\"Infrastructure\": {\n", + "\"Transportation\": \"Description of transportation options in Bangalore\",\n", + "\"Education\": \"Description of education system in Bangalore\",\n", + "\"Healthcare\": \"Description of healthcare system in Bangalore\"\n", + "}\n", + "}\n", + "}\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Converting JSON output into a Pydantic format" + ], + "metadata": { + "id": "Flkv23O8mTdu" + } + }, + { + "cell_type": "code", + "source": [ + "from pydantic import BaseModel\n", + "from typing import List\n", + "\n", + "class MCQ(BaseModel):\n", + " \"\"\"A class representing a multiple choice question.\"\"\"\n", + " question: str\n", + " options: List[str]\n", + " correct_answer: str\n", + " explanation: str\n", + "\n", + "class MCQList(BaseModel):\n", + " questions: List[MCQ]\n" + ], + "metadata": { + "id": "EbUGbRkvjPDn" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "topic = \"Quantum Entanglement\"\n", + "\n", + "completion = groq.chat.completions.create(\n", + " model=\"llama3-70b-8192\",\n", + " messages=[\n", + " {\n", + " \"role\": \"system\",\n", + " \"content\": \"\"\"Generate a list of multiple choice questions in the following JSON format:\n", + " {\n", + " \"questions\": [\n", + " {\n", + " \"question\": \"Question text goes here\",\n", + " \"options\": [\"Option A\", \"Option B\", \"Option C\", \"Option D\"],\n", + " \"correct_answer\": \"Correct Option in text\",\n", + " \"explanation\": \"Explanation for the correct answer\"\n", + " },\n", + " {\n", + " // Additional questions follow the same structure\n", + " }\n", + " ]\n", + " }\n", + " \"\"\"\n", + " },\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": f\"Generate 5 multiple choice questions on the following subject:\\n\\n{topic}\"\n", + " }\n", + " ],\n", + " temperature=0.3,\n", + " max_tokens=8000,\n", + " top_p=1,\n", + " stream=False,\n", + " response_format={\"type\": \"json_object\"},\n", + " stop=None,\n", + ")\n", + "\n", + "print(completion.choices[0].message.content)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "9UP_7-rwlSec", + "outputId": "194cde0b-a109-4d67-e5ef-c1f1b2de7659" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "{\n", + "\"questions\": [\n", + "{\n", + "\"question\": \"What is quantum entanglement?\",\n", + "\"options\": [\"A phenomenon where two particles are connected by a spring\", \"A process where two particles become correlated in such a way that the state of one particle cannot be described independently of the others\", \"A type of nuclear reaction\", \"A property of black holes\"],\n", + "\"correct_answer\": \"A process where two particles become correlated in such a way that the state of one particle cannot be described independently of the others\",\n", + "\"explanation\": \"Quantum entanglement is a phenomenon in which two or more particles become correlated in such a way that the state of one particle cannot be described independently of the others, even when they are separated by large distances.\"\n", + "},\n", + "{\n", + "\"question\": \"What is the key feature of entangled particles?\",\n", + "\"options\": [\"They are always in the same location\", \"They are always moving at the same speed\", \"They are connected by a physical medium\", \"Their properties are correlated, regardless of the distance between them\"],\n", + "\"correct_answer\": \"Their properties are correlated, regardless of the distance between them\",\n", + "\"explanation\": \"The key feature of entangled particles is that their properties, such as spin or polarization, are correlated, regardless of the distance between them.\"\n", + "},\n", + "{\n", + "\"question\": \"What is the concept that explains how entangled particles can affect each other instantaneously?\",\n", + "\"options\": [\"Quantum teleportation\", \"Wormholes\", \"Spooky action at a distance\", \"Quantum superposition\"],\n", + "\"correct_answer\": \"Spooky action at a distance\",\n", + "\"explanation\": \"The concept that explains how entangled particles can affect each other instantaneously is often referred to as 'spooky action at a distance', a term coined by Albert Einstein.\"\n", + "},\n", + "{\n", + "\"question\": \"What is the potential application of quantum entanglement?\",\n", + "\"options\": [\"Developing more efficient solar panels\", \"Creating more powerful magnets\", \"Enabling secure quantum communication\", \"Building faster-than-light spacecraft\"],\n", + "\"correct_answer\": \"Enabling secure quantum communication\",\n", + "\"explanation\": \"One of the potential applications of quantum entanglement is enabling secure quantum communication, as any attempt to measure or eavesdrop on the communication would disturb the entanglement and be detectable.\"\n", + "},\n", + "{\n", + "\"question\": \"Who is credited with the concept of quantum entanglement?\",\n", + "\"options\": [\"Albert Einstein\", \"Niels Bohr\", \"Erwin SchrΓΆdinger\", \"Werner Heisenberg\"],\n", + "\"correct_answer\": \"Erwin SchrΓΆdinger\",\n", + "\"explanation\": \"Erwin SchrΓΆdinger is credited with coining the term 'entanglement' and developing the concept of quantum entanglement in the 1930s.\"\n", + "}\n", + "]\n", + "}\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Parse the JSON response into an MCQList object\n", + "mcq_list = MCQList.parse_raw(completion.choices[0].message.content)\n", + "\n", + "mcq_list" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "3pYf4ooplvtQ", + "outputId": "6dc37320-bbab-4b05-d7f1-32fb370564e7" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "MCQList(questions=[MCQ(question='What is quantum entanglement?', options=['A phenomenon where two particles are connected by a spring', 'A process where two particles become correlated in such a way that the state of one particle cannot be described independently of the others', 'A type of nuclear reaction', 'A property of black holes'], correct_answer='A process where two particles become correlated in such a way that the state of one particle cannot be described independently of the others', explanation='Quantum entanglement is a phenomenon in which two or more particles become correlated in such a way that the state of one particle cannot be described independently of the others, even when they are separated by large distances.'), MCQ(question='What is the key feature of entangled particles?', options=['They are always in the same location', 'They are always moving at the same speed', 'They are connected by a physical medium', 'Their properties are correlated, regardless of the distance between them'], correct_answer='Their properties are correlated, regardless of the distance between them', explanation='The key feature of entangled particles is that their properties, such as spin or polarization, are correlated, regardless of the distance between them.'), MCQ(question='What is the concept that explains how entangled particles can affect each other instantaneously?', options=['Quantum teleportation', 'Wormholes', 'Spooky action at a distance', 'Quantum superposition'], correct_answer='Spooky action at a distance', explanation=\"The concept that explains how entangled particles can affect each other instantaneously is often referred to as 'spooky action at a distance', a term coined by Albert Einstein.\"), MCQ(question='What is the potential application of quantum entanglement?', options=['Developing more efficient solar panels', 'Creating more powerful magnets', 'Enabling secure quantum communication', 'Building faster-than-light spacecraft'], correct_answer='Enabling secure quantum communication', explanation='One of the potential applications of quantum entanglement is enabling secure quantum communication, as any attempt to measure or eavesdrop on the communication would disturb the entanglement and be detectable.'), MCQ(question='Who is credited with the concept of quantum entanglement?', options=['Albert Einstein', 'Niels Bohr', 'Erwin SchrΓΆdinger', 'Werner Heisenberg'], correct_answer='Erwin SchrΓΆdinger', explanation=\"Erwin SchrΓΆdinger is credited with coining the term 'entanglement' and developing the concept of quantum entanglement in the 1930s.\")])" + ] + }, + "metadata": {}, + "execution_count": 15 + } + ] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "80TLM8gVmB6g" + }, + "execution_count": null, + "outputs": [] + } + ] +} \ No newline at end of file