"VV Square"building, Plot.No.TS 710/1b1 & 2B1, CMC Ward No 18, Moka road, Gandhinagar, Ballari-583 101. 583101 Bellari IN
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+918050151380 https://www.trendypaper.com/s/5b1a00c581a9afd8ff765190/ms.settings/5256837ccc4abf1d39000001/5b928defbda50e15d4c76434-480x480.png" [email protected]
9788122419436- 5c65570bff40bd65cd9ffc12 Topology General & Algebraic https://www.trendypaper.com/s/5b1a00c581a9afd8ff765190/ms.products/5c65570bff40bd65cd9ffc12/images/5c65570bff40bd65cd9ffc13/5c65570dff40bd65cd9ffc23/5c65570dff40bd65cd9ffc23.jpg This book provides exposition of the subject both in its general and algebraic aspects. It deals with the notions of topological spaces, compactness, connectedness, completeness including metrizability and compactification, algebraic aspects of topological spaces through homotopy groups and homology groups. It begins with the basic notions of topological spaces but soon going beyond them reaches the domain of algebra through the notions of homotopy, homology and cohomology. How these approaches work in harmony is the subject matter of this book. The book finally arrives at the realm of differentiable manifold and fibre bundles. It should be usefull for mathematicians as well as Physicists desiring to acquire overall knowledge of algebraic topology and its tools. 9788122419436-
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Topology General & Algebraic

Topology General & Algebraic

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Author: Chatterjee, D.

Brand: New Age International Pvt. Ltd

ISBN: 9788122419436-
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This book provides exposition of the subject both in its general and algebraic aspects. It deals with the notions of topological spaces, compactness, connectedness, completeness including metrizability and compactification, algebraic aspects of topological spaces through homotopy groups and homology groups. It begins with the basic notions of topological spaces but soon going beyond them reaches the domain of algebra through the notions of homotopy, homology and cohomology. How these approaches work in harmony is the subject matter of this book. The book finally arrives at the realm of differentiable manifold and fibre bundles. It should be usefull for mathematicians as well as Physicists desiring to acquire overall knowledge of algebraic topology and its tools.

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