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内容简介
These notes are based on the course of lectures I gave at Harvard in the fall of 1964. They constitute a self-contained account of vector bundles and K-theory assuming only the rudiments of point-set topology and linear algebra. One of the features of the treatment is that no use is made of ordinary homology or cohomology theory. In fact, rational cohomology is defined in terms of K-theory.
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热门评论
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Strongart教授的评论在读《K-Theory for Operator Algebras》 “以前看电子版的，看了一半就扔下了，现在开始重读实体书啦~” 网页链接
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Strongart教授的评论非交换几何（五）【视频】_李良青_Vector bundle,characteristic class and K-theory for C*-algebras– 超星学术视频 网页链接
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VigourShadow的评论收藏了《代数 K-理论》(K-theory)扫描版[DJVU] #VeryCD资源收藏# 网页链接
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Datician的评论General Topology; Geometric Topology; Group Theory; History and Overview; Information Theory; K-Theory and Homology; Logic; Mathematical Physics; Metric Geometry; Number Theory; Numerical Analysis; Operator Algebras; Optimization and Control;
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数学浅言的评论K理论书：Bass, H., Algebraic K-Theory; Browder, W., Algebraic Topology and Algebraic K-theory; Hatcher, A., Vector Bundles and K-Theory; Karoubi, M., K-theory. An introduction; Milnor, J., Introduction to algebraic K-theory; Rosenberg, J., Algebraic K-Theory and Its Applications
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Contrapunctus_的评论在读《An Introduction to K-Theory for C*-Algebras》 网页链接
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綦一起的评论Prof. Spencer Bloch, an American mathematician known for his contributions to algebraic geometry and algebraic K-theory, will give a course on Introduction to Hodge Structures from Nov. 3 to Dec. 29.
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G弦上的YY的评论书籍《K-Theory》 (来自豆瓣) 网页链接
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苏清涟的评论开始证明菱形的又一猜测：quasi-elliptic spectrum是global equivariant commutative ring spectrum。后者的定义在Schwede那本355页的global homotopy书最后一章。Schwede的老板就是"Waldhausen S-construction"(即如何由任一stable category构造出一与之对应的K-theory spectrum)中的这位Waldhausen。
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Strongart教授的评论读过《K-Theory for Operator Algebras》 ★★★★★ “算子K-理论的极品好书啊，内容丰富而且叙述很有启发性，可以视为作者Blackadar, Bruce的第一本同类风格的Operator a..” 网页链接
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Strongart教授的评论在读《Topics in Algebraic and Topological K-Theory》 “新世纪的数学书啊~” 网页链接
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苏清涟的评论考preliminary口试前，Atiyah的K-theory和Peter May的代数拓扑书都已烂熟于胸，熟悉程度不亚于高考内容，怎么问都能答对。如今却也淡忘了。记得考前我愁眉苦脸对菱形说，很多内容以前学过，很基本，被问却答不上来，怎么办呀？他说：所有人都会忘记，再念一遍就好了。表情很不屑：你居然为这点事发愁？