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1 Numerical geometry of non-rigid shapes Spectral embedding Conclusions I hope that posterity will judge me kindly, not only as to the things which I have.

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Presentation on theme: "1 Numerical geometry of non-rigid shapes Spectral embedding Conclusions I hope that posterity will judge me kindly, not only as to the things which I have."— Presentation transcript:

1 1 Numerical geometry of non-rigid shapes Spectral embedding Conclusions I hope that posterity will judge me kindly, not only as to the things which I have explained, but also to those which I have intentionally omitted so as to leave to others the pleasure of discovery. R. Descartes Alexander Bronstein, Michael Bronstein © 2008 All rights reserved. Web: tosca.cs.technion.ac.il

2 2 Numerical geometry of non-rigid shapes Spectral embedding Thorny path Via dolorosa

3 3 Numerical geometry of non-rigid shapes Spectral embedding Non-rigid world METRIC GEOMETRY OPTIMIZATION NON-RIGID WORLD NUMERICAL GEOMETRY

4 4 Numerical geometry of non-rigid shapes Spectral embedding Messages to take home Shapes as metric spaces Isometry-invariant similarity Similarity = Correspondence


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