over time to be the most natural class of spaces for algebraic topology, so they are emphasized here much more than in the books of an earlier generation. This empha- sis also illustrates the book’s general slant towards geometric, rather than algebraic, aspects of the subject. The geometry...
内容提示: Allen HatcherCopyright c 2002 by Cambridge University PressSingle paper or electronic copies for noncommercial personal use may be made without explicit permission from the author or publisher. All other rights reserved. 文档格式:PDF | 页数:553 | 浏览次数:29 | 上传日期:2013-02-03 ...
Hatcher, Algebraic Topology, Cambridge University Press (2002). ● M. J. Greenberg and J.R. Harper, Algebraic topology: A First Course, Benjamin/Cummings (1981). ● E. Spanier, Algebraic Topology, Springer-Verlag (1982). ● J. Vick, Homology Theory, Springer. ● J. R. Munkres, ...
A.Hatcher推荐的拓扑学books.pdf,A List of Recommended Books in Topology Allen Hatcher These are books that I personally like for one reason or another, or at least find use- ful. They range from elementary to advanced, but don’t cover absolutely all ar
algebraic topology hatcher题目解析 Algebraic Topology by Allen Hatcher是代数拓扑学的经典教材。以下是一些题目解析: 1.基础概念:在第一章中,介绍了代数拓扑的基础概念,包括拓扑空间、连续映射、同胚等。这些概念是代数拓扑学的基础,需要熟练掌握。 2.基本群:在第二章中,介绍了基本群的概念及其在计算拓扑空间中的...
Hatcher, A.: Algebraic Topology. Cambridge University Press, Cambridge (2002) Google Scholar Hausmann, J.C.: Mod Two Homology and Cohomology, vol. 10. Springer, Cham (2014) Book Google Scholar Joswig, M., Pfetsch, M.E.: Computing optimal Morse matchings. SIAM J. Discret. Math. 20,...
Godsil, C., Royle, G.: Algebraic Graph Theory. Graduate Texts in Mathematics, 1st edn. Springer, New York (2001) Google Scholar Goyal, S., Santhanam, R.: (Lack of) Model structures on the category of graphs (2019). arXiv:1902.09182 Hatcher, A.: Algebraic Topology. Cambridge University...
Hatcher A (2002) Algebraic topology. Cambridge University Press, Cambridge MATH Google Scholar Björner A (1995) Topological methods. In: Graham R, Grötschel M, Lovász L (eds) Handbook of combinatorics. Elsevier, Amsterdam, pp 1819-1872 Google Scholar Edelsbrunner H, Harer J (2010)...
Algebraic topology. The books by Hatcher [8] and Spanier [9] are very complete references for algebraic topology. We denote by H∗, H∗ and Ȟ∗, respectively, singular cohomology, singular homology and Čech cohomology with Z2 coefficients. If Z coefficients are intended, this will...
elementary applied topology, 1.0 edn. createspace (2014) hatcher, a.: algebraic topology. cambridge university press, cambridge (2002) math google scholar lesnick, m.: the theory of the interleaving distance on multidimensional persistence modules. found. comput. math. 15 , 613–650 (...