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matrix_requires_renormalization
norm_euler
euler_near_gimbal_lock
assert_euler_almost_equal
compact_axis_angle_near_pi
quaternion_double
quaternion_requires_renormalization
mrp_near_singularity
norm_mrp_angle
mrp_double
assert_mrp_almost_equal
mrp_from_axis_angle
transform_requires_renormalization
assert_exponential_coordinates_almost_equal
dual_quaternion_requires_renormalization
dual_quaternion_double
The text was updated successfully, but these errors were encountered:
#304
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matrix_requires_renormalization
- check if rotation matrix needs renormalization (Provide functions to write numerically stable code and avoid pitfalls #304)norm_euler
- maps Euler angles to unique interval (Provide functions to write numerically stable code and avoid pitfalls #304)euler_near_gimbal_lock
- checks if angles are close to gimbal lock singularityassert_euler_almost_equal
- checks if two sets of Euler angles are similarcompact_axis_angle_near_pi
- check if angle is close to piquaternion_double
- create another quaternion that represents the same orientation (double cover)quaternion_requires_renormalization
- check if quaternion needs renormalizationmrp_near_singularity
- check if angle is close 2 * pinorm_mrp_angle
- normalize angle to [-pi, pi]mrp_double
- create another mrp that represents the same orientation (double cover)assert_mrp_almost_equal
- check if two mrp vectors are similarmrp_from_axis_angle
- conversiontransform_requires_renormalization
- check if transformation matrix needs renormalizationassert_exponential_coordinates_almost_equal
- check if exp. coordinates are similardual_quaternion_requires_renormalization
- check if dual quaternion needs renormalizationdual_quaternion_double
- create another dual quaternion that represents the same transformation (double cover)The text was updated successfully, but these errors were encountered: