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For the average of the angles, the formula should use the weighted sum of the sins and cosines as done below in the state_mean and z_mean functions
The problem of finding averages for bearings is addressed, but what about the variances, and then consequently the covariance matrices? Say we find the average of 359 and 3 is 1. That is fine, we are not using the "naive" mean but the same should apply to the variance
4th reference not used?
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Feb 11, 2022
For the average of the angles, the formula should use the weighted sum of the sins and cosines as done below in the state_mean and z_mean functions
The problem of finding averages for bearings is addressed, but what about the variances, and then consequently the covariance matrices? Say we find the average of 359 and 3 is 1. That is fine, we are not using the "naive" mean but the same should apply to the variance
The text was updated successfully, but these errors were encountered: