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几何:Ⅳ:非正规黎曼几何

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几何:Ⅳ:非正规黎曼几何

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作 者:(俄罗斯)列舍特尼亚克(Reshetnyak Y.G)

出 版 社:科学出版社

出版时间:2009-01

I S B N:703023501

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姓名:列舍特尼亚克
作者简介:
作品:《几何:Ⅳ:非正规黎曼几何》 姓名:(俄罗斯)列舍特尼亚克(Reshetnyak Y.G)
作者简介:
作品:《几何:Ⅳ:非正规黎曼几何》

内容简介

This volume of the Encyclopaedia contains two articles which give a survey of modern research into non-regular Riemannian geometry,carried out mostly by Russian mathematicians.
  The first article written by Reshetnyak is devoted to the theory of two—dimensional Riemannian manifolds of bounded curvature.Concepts of Riemannian geometry such as the area and integral curvature of a set and the length and integral curvature of a curve are also defined for these manifolds.Some fundamental results of

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作者简介

目录

chapter 1.preliminary information
 1.introduction
  1.1.general information about the subject of research and a survey of results
  1.2.some notation and terminology
 2.the concept of a space with intrinsic metric
  2.1.the concept of the length ofa parametrized curve
2.2.a space with intrinsic metric.the induced metric
2.3.the concept of a shortest curve
2.4.the operation of cutting of a space with intrinsic metric
 3.two.dimensional manifolds with intrinsic metric
  3.1.definition.triangulation of a manifold
3.2.pasting of two.dimensional manifolds with intrinsic metric
3.3.cutting of manifolds
3.4.a side—of a simple arc in a two-dimensional manifold
 4.two.dimensional riemannian geometry
4.1.differentiable two.dimensional manifolds
4.2.the concept of a two.dimensional riemannian manifold
4.3.the curvature of a curve in a riemannian manifold. integral curvature.the gauss-bonnet formula.
4.4.isothermal coordinates in two-dimen

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