INTRODUCTIONTO3-MANIFOLDS NIKAKSAMIT Asweknow,atopologicaln-manifoldXisaHausdorffspacesuchthateverypointcon- tainedinithasaneighborhood(iscontainedinanopenset)homeomorphictoann- dimensionalopenball.Wewillbefocusingon3-manifoldsmuchthesamewaywelooked at2-manifolds(surfaces). Abasicexampleofa3-Manifold:R 3 ...
An introduction to 3-manifolds / Peter Scott. P Scott 被引量: 0发表: 1975年 AN INTRODUCTION TO 3-MANIFOLDS AND THEIR FUNDAMENTAL GROUPS Introduction Caveat Acknowledgment1. Finitely presented groups and high dimensional manifolds1.1. Finitely presented groups1.2. Fundamental groups of high ... S ...
黎曼几何_Part 5_Levi-Civita联络&测地线_John Lee_Introduction to Riemannian Manifolds共计23条视频,包括:95_重拾欧氏空间切联络、96_度量相容性、97_度量相容性的等价刻画等,UP主更多精彩视频,请关注UP账号。
An introduction to 3-manifolds / Peter Scott.Scott, Peter (G. Peter)
An Introduction to Manifolds (Second edition) 热度: Riemannian manifolds an introduction to curvature 热度: Introduction to Smooth Manifolds(清华大学内部资料) 热度: ANINTRODUCTIONTO3-MANIFOLDS STEFANFRIEDL Introduction Intheselecturenoteswewillgiveaquickintroductionto3–manifolds, ...
29 0 09:12 App An introduction to manifolds problem10.7流形 32 0 08:13 App An introduction to manifolds 14.1 18 0 08:23 App An introduction to manifolds 10.1 categories 39 0 12:11 App An introduction to manifolds Problem7.5 7.6大概讲解 流形 10 0 04:12 App An introduction tomanifolds 14....
Tu的An Introduction to Manifolds(流形导论),一本大部分人都看的流形入门书,我也拿它来入门学习微分流形。这本书比较简单,我也只看了八天,随缘做了一些习题,比我预想中快了很多,本来我还以为寒假都会一直要看这本书。在经历了Rudin和Serre的折磨后,我觉得这是我最近看的最简单的一本数学书了。 关于这本书...
Loring W Tu的微分几何入门教材 An Introduction to Manifolds,中译名为《流形导论》。这本教材十分适合对微分几何感兴趣的萌新小白作为入门教材,想当年高二的时候,我就是因为看Jürgen Jost的Riemannian Geome…
universitext(共286册),这套丛书还有 《Classical Tesselations and Three-Manifolds》《Complex Dynamics》《Heights of Polynomials and Entropy in Algebraic Dynamics (Universitext)》《Stochastic Partial Differential Equations》《Composition Operators》等。 喜欢读"An Introduction to Manifolds"的人也喜欢 ··· ...
Hints and solutions are provided to many of the exercises and problems. This work may be used as the text for a one-semester graduate or advanced undergraduate course, as well as by students engaged in self-study. Requiring only minimal undergraduate prerequisites, 'Introduction to Manifolds' is...