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On Convergence of the Horn and Schunck  (Make Corrections)  
Optical-Flow Estimation Method Amar Mitiche and Abdol-Reza Mansouri



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Abstract: The purpose of this study is to prove convergence results for the Horn and Schunck optical-flow estimation method. Horn and Schunck stated optical-flow estimation as the minimization of a functional. When discretized, the corresponding Euler--Lagrange equations form a linear system of equations. We write explicitly this system and order the equations in such a way that its matrix is symmetric positive definite. This property implies the convergence Gauss--Seidel iterative resolution method, but ... (Update)

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BibTeX entry:   (Update)

@misc{ method-convergence,
  author = "Optical-Flow Estimation Method",
  title = "On Convergence of the Horn and Schunck",
  url = "citeseer.ist.psu.edu/750159.html" }
Citations (may not include all citations):
755   Determining optical flow (context) - Horn, Schunck - 1981
346   Introduction to Numerical Analysis (context) - Stoer, Bulirsch - 1993
51   Computation and analysis of image motion: A synopsis of curr.. (context) - Mitiche, Bouthemy - 1996
1   Introduction l'analyse matricielle et l'optimization (context) - Ciarlet - 1985

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