Pseudo-Anosov map

http://dbpedia.org/resource/Pseudo-Anosov_map an entity of type: Abstraction100002137

In mathematics, specifically in topology, a pseudo-Anosov map is a type of a diffeomorphism or homeomorphism of a surface. It is a generalization of a linear Anosov diffeomorphism of the torus. Its definition relies on the notion of a measured foliation introduced by William Thurston, who also coined the term "pseudo-Anosov diffeomorphism" when he proved his classification of diffeomorphisms of a surface. rdf:langString
在數學的拓撲學中,偽阿諾索夫(Аносов)映射是曲面的一種同胚或微分同胚,是環面上的線性阿諾索夫微分同胚的推廣。偽阿諾索夫映射的定義用到威廉·瑟斯頓提出的測度葉狀結構概念。「偽阿諾索夫映射」這一名詞,也是他證明時所創。 rdf:langString
rdf:langString Pseudo-Anosov map
rdf:langString 偽阿諾索夫映射
xsd:integer 2327355
xsd:integer 1020249123
rdf:langString In mathematics, specifically in topology, a pseudo-Anosov map is a type of a diffeomorphism or homeomorphism of a surface. It is a generalization of a linear Anosov diffeomorphism of the torus. Its definition relies on the notion of a measured foliation introduced by William Thurston, who also coined the term "pseudo-Anosov diffeomorphism" when he proved his classification of diffeomorphisms of a surface.
rdf:langString 在數學的拓撲學中,偽阿諾索夫(Аносов)映射是曲面的一種同胚或微分同胚,是環面上的線性阿諾索夫微分同胚的推廣。偽阿諾索夫映射的定義用到威廉·瑟斯頓提出的測度葉狀結構概念。「偽阿諾索夫映射」這一名詞,也是他證明時所創。
xsd:nonNegativeInteger 4572

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