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Lecture 05 29/11/2011 Shai Avidan Roy Josef Jevnisek הבהרה : החומר המחייב הוא החומר הנלמד בכיתה ולא זה המופיע / לא מופיע במצגת.

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Presentation on theme: "Lecture 05 29/11/2011 Shai Avidan Roy Josef Jevnisek הבהרה : החומר המחייב הוא החומר הנלמד בכיתה ולא זה המופיע / לא מופיע במצגת."— Presentation transcript:

1 Lecture 05 29/11/2011 Shai Avidan Roy Josef Jevnisek הבהרה : החומר המחייב הוא החומר הנלמד בכיתה ולא זה המופיע / לא מופיע במצגת.

2 Motivation Left imageRight image

3 Motivation ResultGround truth

4 Motivation

5 GRAPH CUTS Key researchers: Ramin Zabih, Yuri Boykov, Vladimir Kolmogorov and Olga Veksler

6 From Image to Graph

7 Graph Cuts Min-Cut = Max-flow Maximal flow is easier to find… Ford Fulkerson ( similar to what I did… ) Push Relabel

8 Graph Cuts in Computer Vision S T P3P2 P1P4 Let’s Generalize: S T More Generally:

9 Graph Cuts in Computer Vision Vision is all about Multi-Label Problems… !! GC for binary problem yields global minimum !!

10 Graph Cuts in Computer Vision ,  -swap 1.Start with an arbitrary labeling 2.Cycle through every label pair ( ,  ) in some order 1.Find the lowest E labeling within a single ,  -swap 2.Go there if this has lower E than the current labeling 3.If E did not decrease in the cycle - done. otherwise, go to step 2

11 Graph Cuts in Computer Vision S T P3P2 P1P4

12 Graph Cuts in Computer Vision  -expansion 1.Start with an arbitrary labeling 2.For each label  in some order 1.Find the lowest E labeling within a single  -expansion 2.Go there if this has lower E than the current labeling 3.If E did not decrease in the cycle - done. otherwise, go to step 2

13 Graph Cuts in Computer Vision S T P3P2 P1P4

14 Graph Cuts in Computer Vision What is the big deal ?! ,  -swap  -expansion


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