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Pseudo-Anosov Mapping Classes and Their Representations by Products of Two Dehn Twists

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摘要让是经分解的Riemann表面有限类型(p，n)与3p−3+n>0。让∈并且S=−{一}。在这篇文章，作者在对身份在上同位素并且能被Dehn扭曲的产品代表的S上仔细看那些pseudo-Anosov地图。它也为对身份同位素的S的任何pseudo-Anosov地图f被证明那在上，有无穷地，许多pseudo-Anosov在S−上印射F{b}=−{一，b}在b是S上的一个点的地方，以便F对b被填的S上的f同位素。

DOI wjvkr3m6d7/742450

作者 Chaohui ZHANG

机构地区不详

出处《数学年刊：B辑英文版》 2009年3期

关键词产品测绘硫同位素有限型黎曼面无穷多

分类 [理学][基础数学]

出版日期 2009年03月13日（中国期刊网平台首次上网日期，不代表论文的发表时间）

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来源期刊

数学年刊：B辑英文版

数学年刊：B辑英文版

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产品测绘硫同位素有限型黎曼面无穷多

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