A Reflective Symmetry Descriptor

  title={A Reflective Symmetry Descriptor},
  author={M. Kazhdan and B. Chazelle and D. Dobkin and Adam Finkelstein and T. Funkhouser},
  • M. Kazhdan, B. Chazelle, +2 authors T. Funkhouser
  • Published in ECCV 2002
  • Mathematics, Computer Science
  • Computing reflective symmetries of 2D and 3D shapes is a classical problem in computer vision and computational geometry. Most prior work has focused on finding the main axes of symmetry, or determining that none exists. In this paper, we introduce a new reflective symmetry descriptor that represents a measure of reflective symmetry for an arbitrary 3D voxel model for all planes through the model's center of mass (even if they are not planes of symmetry). The main benefits of this new shape… CONTINUE READING
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    Matching 3D models with shape distributions
    • 655
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    A metric for distributions with applications to image databases
    • 1,623
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    Symmetry as a Continuous Feature
    • 356
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    • 828
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    • 1,035
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    • 729
    • PDF
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    • 309
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    • 636
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    • 1,128
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