关键词:Homotopy, Homology, Groupoid, Foundamental Group, Van Kampen Theorem, Covering Space, Covering Projection, Fibration with unique path lifting, Cofibration. Tammo tom Dieck 在他的代数拓扑教材…
关键词:Homotopy, Homology, Groupoid, Foundamental Group, Van Kampen Theorem, Covering Space, Covering Projection, Fibration with unique path lifting, Cofibration. Tammo tom Dieck 在他的代数拓扑教材中写了非常漂亮的前言,在点出代数拓扑精髓的同时还包含一些形而上学的哲思,并且简略地介绍了代数拓扑里面的...
Switzer, R. M., Algebraic Topology- Homotopy and Homology, Springer, Berlin, 1975. DEPARTMENT OF COMPUTER ENGINEERING, NUMAZU COLLEGE OF TECHNOL-Algebraic Topology- Homotopy and Homology - Switzer - 1975 () Citation Context ... basic definitions and examples of categories and functors and give ...
Algebraic Topology 作者: Robert M. Switzer 出版社: Springer副标题: Homotopy and Homology出版年: 2002-02-26页数: 526定价: GBP 35.99装帧: Paperback丛书: Classics in MathematicsISBN: 9783540427506豆瓣评分 评价人数不足 评价: 写笔记 写书评 加入购书单 分享到 推荐 丛书信息 ··· Classics in Mathem...
1. History of Algebraic Topology; Homotopy Equivalence - Pierre Albin是Algebraic Topology 代数拓扑 中英字幕 by Ph.D Pierre Albin的第1集视频,该合集共计27集,视频收藏或关注UP主,及时了解更多相关视频内容。
We now know that the homology of a star-shaped region is trivial: in such a space, every cycle with augmentation 0 is a boundary. We will use that fact, which is a special case of homotopy invarianc…
The geometry of algebraic topology is so pretty, it would seem a pity to slight it and to miss all the intuition it provides. At the elementary level, algebraic topology separates naturally into the two broad channels of homology and homotopy. This material is here divided into four chapters,...
Birational Geometry of Elliptic Fibrations and Combinatorics - Jonathan Mboyo Es 50:09 Foundations of Mathematics and Homotopy Theory - Vladimir Voevodsky 01:05:09 Geometrical Aspects of the IMS Superpotential - Alfred Noël 46:59 Modularity of Galois Representations - Christopher Skinner 48:36 ...
So far I have only implementedcell complexesand in particularsimpectial complexesas representations of topology. It is my intention to relate this to other representations of topology such as (co)homotopy groups and homology. Cell Complexes
“梦想”: 找一个对应“函子”(Functor), 已经找80年, 至今还未完全成功 (除了 特殊拓扑空间的同伦 Homotopy, 同调 Homology 等 小成绩 )。 第3课:同伦 Homotopy 定义: 圆= 温习: 不同胚 [Proof: 挖一个洞, 前者 ‘断’线 不连续, 后者 平面 绕过洞还是连续。] . ...