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Certified computation of planar Morse-Smale complexes

机译:经认证的平面莫尔斯-斯马德复合体计算

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The Morse-Smale complex is an important tool for global topological analysis in various problems of computational geometry and topology. Algorithms for Morse-Smale complexes have been presented in case of piecewise linear manifolds (Edelsbrunner et al., 2003a). However, previous research in this field is incomplete in the case of smooth functions. In the current paper we address the following question: Given an arbitrarily complex Morse-Smale system on a planar domain, is it possible to compute
机译:Morse-Smale复合体是在各种计算几何和拓扑问题中进行全局拓扑分析的重要工具。在分段线性流形的情况下,已经提出了针对摩尔斯-斯马雷式复合体的算法(Edelsbrunner等,2003a)。但是,在平稳函数的情况下,该领域的先前研究是不完整的。在当前论文中,我们解决以下问题:给定平面域上任意复杂的Morse-Smale系统,是否有可能计算

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