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Analysis of Contour Motions

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Global motion given grouping (easy, least squares) ... Use marginals to obtain a best grouping. Conditioned on the grouping, the graphical model for motion is a ... – PowerPoint PPT presentation

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Title: Analysis of Contour Motions


1
Analysis of Contour Motions Ce Liu William T.
Freeman Edward H. Adelson
Neural Information Processing Systems Conference
2006
N
I
S
P
1. Introduction
3. Forming edgelets boundary fragments
  • Conditioned on the grouping, the graphical model
    for motion is a Gaussian MRF
  • Spatial boundary fragment extraction
  • Steerable filters to obtain edge energy for each
    orientation band
  • Track boundary fragments in frame 1 (using
    Canny-like threshold)
  • Boundary fragments lines or curves with small
    curvature
  • Edgelet temporal tracking with uncertainties
  • Frame 1 edgelet (x, y, q)
  • Frame 2 orientation energy of q
  • A Gaussian pdf is fit with the weight of
    orientation energy
  • 1D uncertainty of motion (even for T-junctions)

Existing algorithms cannot correctly analyze the
motion of textureless objects under occlusion
5. Inference
One frame of motion sequence
Output of our contour motion algorithm
Output of the state-of-the-art optical flow
algorithm 1
6. Results
All results generated using the same parameter
settings. The running time varies from ten
seconds to a few minutes in MATLAB, as a function
of the number of boundary fragments.
4. Forming contours
graphical model for grouping motion
  • Problem regions caused by the occlusions of
    textureless objects
  • Corners spurious T- or L-junctions
  • Lines boundary ownership
  • Flat regions illusory boundaries
  • Grouping machinery switch variables (attached to
    every end of the fragments)
  • Exclusive one end connects to at most one other
    end
  • Reversible if end (i,ti) connects to (j,tj),
    then (j,tj) connects to (i,ti), i.e. S(i,ti)
    (j,tj), S(j,tj)(i,ti), or S(S(i,ti))(i,ti)
  • Our approach simultaneous grouping and motion
    analysis
  • Multi-level contour representation
  • Formulate graphical model that favors good
    contour and motion criteria
  • Inference using importance sampling

Reciprocity constraint
Legal contours
More legal contours
Grouping ambiguity
Example fragments
  • Affinity metric terms
  • Motion similarity
  • Curve smoothness
  • Contrast consistency
  • The graphical model for grouping

2.Three levels of contour representation
Edgelet
Boundary fragment
Contour
1 T. Brox et al. High accuracy optical flow
estimation based on a theory for warping. ECCV
2004
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