Measure-theoretic entropy for flows 被引量：1

Measure-theoretic entropy for flows

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摘要 New definitions of measure-theoretic entropy for flows are given and the invariant property of the entropy under conjugacy is discussed. New definitions of measure-theoretic entropy for flows are given and the invariant property of the entropy under conjugacy is discussed.

作者孙文祥

机构地区 Department of Mathematics

出处《Science China Mathematics》 SCIE 1997年第7期725-731,共7页 中国科学：数学（英文版）

基金 Project supported by China Postdoctoral Funds.

关键词 reparameterization measure-preserving flow CONJUGATE invariant. reparameterization measure-preserving flow,conjugate invariant.

分类号 O29 [理学—应用数学]

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同被引文献5

1Wenxiang Sun,Edson Vargas.Entropy of flows, revisited[J]. Boletim da Sociedade Brasileira de Matemática . 1999 (3)
2Wenxiang Sun.Measure-theoretic entropy for flows[J]. Science in China Series A: Mathematics . 1997 (7)
3SUN W,YOUNG T,ZHOU Y.Topological entropies of equivalent smooth flows. Transactions of the American Mathematical Society . 2009
4OHNO T.A weak equivalence and topological entropy. Plub RIMS Kyoto Univ . 1980
5M. Brin,A. Katok.On local entropy. ‘ Geometric dynamics ‘ . 1981

引证文献1

1周云华,赵志勇.遍历流的局部熵[J].云南大学学报（自然科学版）,2011,33(S1):259-262.

1Cui Guizhen Cui Guizhen Institute of Mathematics Academia Sinica Beijing,100080 China.On the Smoothness of Conjugacy for Circle Covering Maps[J].Acta Mathematica Sinica,English Series,1996,12(2):122-125.
2CHEN Sheng'an.A Result on Character Degrees and Conjugacy Class Sizes in Finite Groups[J].Wuhan University Journal of Natural Sciences,2012,17(4):277-280.
3JIN Quanqin 1,2 and HOU Zixin 2 1. Department of Mathematics, Hebei University, Baoding 071002, China,2. Department of Mathematics, Nankai University, Tianjin 300071, China.Automorphisms with order three of affine Lie algebras[J].Chinese Science Bulletin,1998,43(21):1793-1798.
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Science China Mathematics

1997年第7期

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Measure-theoretic entropy for flows 被引量：1

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