动量蒸馏中用到了
点云配准
Jenson-Shannon divergence
动量蒸馏中用到了
点云配准
Jenson-Shannon divergence
Given a set of rotation matrices \(C_i, i=\{1,2,...,n\}\), the average of them is ? Rotation Averaging is to calculate the average of a set of rotation matrices. Averaging is to get the best estimate of all rotations. (Single rotation averaging)
Or equivalently, Rotation Averaging is the problem of estimating a set of \(n\) unknown orientations \(R_1,...,R_n \in SO(d)\) from noisy measurements \(\bar{R} \in SO(d)\) of the relative rotations \(R_i^{-1}R_j\) between them. (Multi rotation averaging)
In practical the rotation averaging problem could be categoried into : Single rotation averaging、Multi rotation averaging and Conjugate rotation averaging.