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- W1480074374 abstract "Curvature flows have been extensively considered from a deterministic point of view. They have been shown to be useful for a number of applications including crystal growth, flame propagation, and computer vision. In some previous work G. Ben-Arous et al. (2002), we have described a random particle system, evolving on the discretized unit circle, whose profile converges toward the Gauss-Minkowsky transformation of solutions of curve shortening flows initiated by convex curves. The present note shows that this theory may be implemented as a new way of evolving curves and as a possible alternative to level set methods." @default.
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- W1480074374 date "2004-06-03" @default.
- W1480074374 modified "2023-10-18" @default.
- W1480074374 title "Algorithms for stochastic approximations of curvature flows" @default.
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- W1480074374 doi "https://doi.org/10.1109/icip.2003.1246764" @default.
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