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[教材书籍] Introduction to Topology [推广有奖]

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wesker1999 发表于 2008-3-5 04:21:00 |AI写论文

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<p>DJVU格式: 195750.rar (662.59 KB) 本附件包括:
  • V. A. Vassiliev - Introduction to Topology (Student Mathematical Library, V. 14)(AMS,2001).djvu
  • V. A. Vassiliev - Introduction to Topology (Student Mathematical Library, V. 14)(AMS,2001).jpg
<br/></p><p>附阅读器(绿色版):</p><p> </p><p><img src="http://ecx.images-amazon.com/images/I/41QWP8NE7RL.jpg" border="0" alt=""/></p><p></p><p>Introduction to Topology (Student Mathematical Library, V. 14)<br/>By V. A. Vassiliev</p><p>--------------------------------------------------------------------------------</p><p>Publisher: American Mathematical Society <br/>Number Of Pages: 149 <br/>Publication Date: 2001-04 <br/>ISBN-10 / ASIN: 0821821628 <br/>ISBN-13 / EAN: 9780821821626 <br/>Binding: Paperback <br/>--------------------------------------------------------------------------------</p><p>Book Description: </p><p>This English translation of a Russian book presents the basic notions of differential and algebraic topology, which are indispensable for specialists and useful for research mathematicians and theoretical physicists. In particular, ideas and results are introduced related to manifolds, cell spaces, coverings and fibrations, homotopy groups, intersection index, etc. The author notes, "The lecture note origins of the book left a significant imprint on its style. It contains very few detailed proofs: I tried to give as many illustrations as possible and to show what really occurs in topology, not always explaining why it occurs." He concludes, "As a rule, only those proofs (or sketches of proofs) that are interesting per se and have important generalizations are presented."</p>
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关键词:introduction troduction Topology intro POLO English 阅读器 绿色版

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沙发
sfhsky 发表于 2008-3-5 05:41:00
惭愧,还没有看过国外写的拓扑学
离开了真实的生活,就只剩下黑板上的方程和曲线。但如诗的数学要与如画的现实结合,经济学才是既活又美的。

藤椅
hcxpaul 发表于 2008-5-20 02:23:00

学无止境,班主多谢谢。

静以致远, 思以通达。

板凳
myazure 发表于 2009-8-27 23:15:43
谢谢!!!!!!!!!!!!

报纸
2006o325 发表于 2009-8-29 09:15:25
非常感激!

地板
zhenxinyongyuan 发表于 2012-10-2 00:30:19
nevertheless, good
有能耐就活 没能耐就死
我就是这样 活的非常好 和死人差不多

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