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The University of Ontario Yuri Boykov Research Interests n Computer Vision n Medical Image Analysis n Graphics Combinatorial optimization algorithms Geometric,

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Presentation on theme: "The University of Ontario Yuri Boykov Research Interests n Computer Vision n Medical Image Analysis n Graphics Combinatorial optimization algorithms Geometric,"— Presentation transcript:

1 The University of Ontario Yuri Boykov Research Interests n Computer Vision n Medical Image Analysis n Graphics Combinatorial optimization algorithms Geometric, probabilistic, information theoretic, and physics based models.

2 The University of Ontario Geometric methods, combinatorial algorithms Segmentation

3 The University of Ontario Geometric methods, combinatorial algorithms Motion beating heart

4 The University of Ontario Geometric methods, combinatorial algorithms Multi-view shape reconstruction 3D model multi-view reconstruction set up Furukawa&Ponce ECCV’06

5 The University of Ontario Geometric methods, combinatorial algorithms Multi-view shape reconstruction 3D model multi-view reconstruction set up Furukawa&Ponce ECCV’06 (texture mapped)

6 The University of Ontario Geometric methods, combinatorial algorithms Surface fitting a cloud of 3D points (e.g. from a laser scanner) 3D model : surface fitting :

7 The University of Ontario Geometric methods, combinatorial algorithms Texture synthesis

8 The University of Ontario Geometric methods, combinatorial algorithms model fitting “left eye” image “right eye” image

9 The University of Ontario Geometric methods, combinatorial algorithms model fitting “left eye” image “right eye” image fitted planes

10 The University of Ontario Graduate courses n 9587: Algorithms for Image Analysis (fall) optimization algorithms in computer vision and medical imaging n 9837: Computer Vision for Graphics (winter) graduate seminar research papers from SIGGRAPH, ICCV, ECCV,CVPR

11 The University of Ontario Research (on a technical side) n Fast inference algorithms for Markov Random Fields n Global optimization in infinite-dimensional spaces (functions /surfaces) n Discrete metric spaces n Efficient combinatorial algorithms n...

12 The University of Ontario Collaborations n University of Bonn, Germany n University College London, UK n Lund University, Sweden n Oxford Brooks University, UK n Moscow State University, Russia n Ecole Nationale de Pont et Chaussese, Paris, France n Microsoft Research, Cambridge, UK n Siemens Research, Princeton, USA


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