Computational Complexity of SIFT descriptor?
问题 The SIFT descriptor is a local descriptor that introduced by David Lowe. This descriptor can be splitted up into multiple parts: 1- Constructing a scale space 2- LoG Approximation 3- Finding keypoints 4- Get rid of bad key points 5- Assigning an orientation to the keypoints 6- Generate SIFT features So, my question is: What is the computational complexity of SIFT descriptor? something like O(2n+logn) 回答1: Here's a paper that talks exactly about this. The actual time complexity for a n by n