文件名称:A-Ball-Tracking-Application
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The application uses the approach introduced in paper Covariance Tracking using Model Update Based on Means on Riemannian Manifolds , F.Porikli, O.Tuzel, P.Meer.
The tracking is based on:
1) initializing the target region
2) constructing the Feature Vectors for each pixel in the target region (first fr a me)
3) forming the Covariance Matrix using feature vectors generated in step 1
4) determining the candidate regions for the following fr a mes and constructing the covariance matrices of these regions
5) finding the minimum covariance-distanced region from these candidate region
6) assign this region as the estimated region
-The application uses the approach introduced in paper Covariance Tracking using Model Update Based on Means on Riemannian Manifolds , F.Porikli, O.Tuzel, P.Meer.
The tracking is based on:
1) initializing the target region
2) constructing the Feature Vectors for each pixel in the target region (first fr a me)
3) forming the Covariance Matrix using feature vectors generated in step 1
4) determining the candidate regions for the following fr a mes and constructing the covariance matrices of these regions
5) finding the minimum covariance-distanced region from these candidate region
6) assign this region as the estimated region
The tracking is based on:
1) initializing the target region
2) constructing the Feature Vectors for each pixel in the target region (first fr a me)
3) forming the Covariance Matrix using feature vectors generated in step 1
4) determining the candidate regions for the following fr a mes and constructing the covariance matrices of these regions
5) finding the minimum covariance-distanced region from these candidate region
6) assign this region as the estimated region
-The application uses the approach introduced in paper Covariance Tracking using Model Update Based on Means on Riemannian Manifolds , F.Porikli, O.Tuzel, P.Meer.
The tracking is based on:
1) initializing the target region
2) constructing the Feature Vectors for each pixel in the target region (first fr a me)
3) forming the Covariance Matrix using feature vectors generated in step 1
4) determining the candidate regions for the following fr a mes and constructing the covariance matrices of these regions
5) finding the minimum covariance-distanced region from these candidate region
6) assign this region as the estimated region
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下载文件列表
A Ball Tracking Application\4.docx
...........................\Ball_Tracker_Using_Covariance_Tracking.zip
A Ball Tracking Application