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Logarithmic with respect to time series has one great disadvantage -- values have to be all positive (or all negative) for it to work. Shifting minimal value to 1 results in seemingly linear scales, which is another problem.
Additional note: Let us assume that logarithmic scale is used to depict time. Time starts at zero. For the above reasons, this point cannot be depicted using logarithmic scale. However, which time point are we to choose as the start of logarithmic measure? This seems to be related to simulation precision .
The text was updated successfully, but these errors were encountered:
Logarithmic with respect to time series has one great disadvantage -- values have to be all positive (or all negative) for it to work. Shifting minimal value to 1 results in seemingly linear scales, which is another problem.
Additional note: Let us assume that logarithmic scale is used to depict time. Time starts at zero. For the above reasons, this point cannot be depicted using logarithmic scale. However, which time point are we to choose as the start of logarithmic measure? This seems to be related to simulation precision .
The text was updated successfully, but these errors were encountered: