| 姓名：William S. Massey著 作者简介： 作品：《A basic course in algebraic topology代数拓扑基础课程》《代数拓扑导论》 姓名：(美)梅西著 作者简介： 作品：《代数拓扑导论》 姓名：(美)梅西(Massey.W.S.)著著 作者简介： 作品：《代数拓扑导论》 |
| chapter one two-dimensional manifolds 1 introduction 2 definition and examples of n-manifolds 3 orientable vs. nonorientable manifolds 4 examples of compact, connected 2-manifolds 5 statement of the classification theorem for compact surfaces 6 triangulations of compact surfaces 7 proof of theorem 5.1 8 the euler characteristic of a surface 9 manifolds with boundary 10 the classification of compact, connected 2-manifolds with boundary 11 the euler characteristic of a bordered surface 12 models of compact bordered surfaces in euclidean 3-space 13 remarks on noncompact surfaces chapter two the fundamental 更多 |
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