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Dec, 2016
Finsler弹性线极小路径方法的全局最小值
Global Minimum for a Finsler Elastica Minimal Path Approach
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Da Chen, Jean-Marie Mirebeau, Laurent D. Cohen
TL;DR
本文提出了一种创新的曲率惩罚的最小路径模型,通过采用升维 Finsler 度量和 Euler elastica 曲线,并引入曲率惩罚项,实现了对最小路径模型的改进和优化,有效提高了该模型的曲线活性,在封闭轮廓检测、感性组合和管状结构提取等领域有实际应用。
Abstract
In this paper, we propose a novel curvature-penalized
minimal path model
via an orientation-lifted Finsler metric and the Euler elastica curve. The original
minimal path model
computes the globally minimal geodes
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