Topological Library - Part 1: Cobordisms And Their Applications

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Serguei Petrovich Novikov (Landau Inst For Theoretical Physics, Russia & Maryland Univ, Usa) Iskander A Taymanov (Sobolev Inst Of Mathematics, Russia)

Topological Library - Part 1

Cobordisms And Their Applications

Serguei Petrovich Novikov (Landau Inst For Theoretical Physics, Russia & Maryland Univ, Usa), Iskander A Taymanov (Sobolev Inst Of Mathematics, Russia), Vassily Olegovich Manturov (Bauman Moscow State Technical Univ, Russia & Lab Of Quantum Topology, Chelyabinsk State Univ, Russia)

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English

World Scientific Publishing Co Pte Ltd
10 July 2007

Algebraic topology; Analytic topology

Series: Series on Knots & Everything

"This is the first of three volumes collecting the original and now classic works in topology written in the 50s-60s. The original methods and constructions from these works are properly documented for the first time in this book. No existing book covers the beautiful ensemble of methods created in topology starting from approximately 1950, that is, from Serre's celebrated ""Singular homologies of fibre spaces.""This is the translation of the Russian edition published in 2005 with one entry (Milnor's lectures on the h-cobordism) omitted."

Edited by: Serguei Petrovich Novikov (Landau Inst For Theoretical Physics Russia & Maryland Univ Usa), Iskander A Taymanov (Sobolev Inst Of Mathematics, Russia)
Translated by: Vassily Olegovich Manturov (Bauman Moscow State Technical Univ Russia & Lab Of Quantum Topology Chelyabinsk State Univ Russia)
Imprint: World Scientific Publishing Co Pte Ltd
Country of Publication: Singapore
Volume: 39
Dimensions: Height: 232mm, Width: 165mm, Spine: 27mm
Weight: 694g
ISBN: 9789812705594
ISBN 10: 9812705597
Series: Series on Knots & Everything
Pages: 388
Publication Date: 10 July 2007
Audience: Professional and scholarly , Undergraduate
Format: Hardback
Publisher's Status: Active

Smooth Manifolds and Their Applications in Homotopy Theory (L S Pontrjagin); Some Global Properties of Differentiable Manifolds (R Thom); Homotopy Properties of Thom Complexes (S P Novikov); Generalized Poincare's Conjecture in Dimension Greater Than Four (S Smale); On the Structure of Manifolds (S Smale); On the Formal Group Laws in Unoriented and Complex Cobordism Theory (D Quillen); Formal Groups and Their Role in the Algebraic Topology Approach (V M Buchstaber, A S Mishchenko & S P Novikov); Formal Groups, Power Systems and Adams Operators (V M Buchstaber & S P Novikov).