Foundations of algebraic topology

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Bibliographic Details
Main Authors: Eilenberg, Samuel, Steenrod, Norman
Format: eBook
Language:English
Published: Princeton University Press 2015
Subjects:
Algebraic
Geometry
Mathematics
Topology
ISBN:0691627231, 9780691627236, 9781400877492, 1400877490
Online Access:Get full text
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Abstract The book description for "Foundations of Algebraic Topology" is currently unavailable.
AbstractList The book description for "Foundations of Algebraic Topology" is currently unavailable.
Author Eilenberg, Samuel
Steenrod, Norman
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Copyright 1952 Princeton University Press
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Snippet The book description for "Foundations of Algebraic Topology" is currently unavailable.
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SubjectTerms Algebraic
Geometry
Mathematics
Topology
SubjectTermsDisplay Algebraic
Geometry
Mathematics
Topology
TableOfContents Foundations of algebraic topology -- Preface -- Contents -- Chapter I: Axioms and General Theorems -- Chapter II: Simplicial Complexes -- Chapter III: Homology Theory of Simplicial Complexes -- Chapter IV: Categories and Functors -- Chapter V: Chain Complexes -- Chapter VI: Formal Homology Theory of Simplicial Complexes -- Chapter VII: The Singular Homology Theory -- Chapter VIII: Systems of Groups and Their Limits -- Chapter IX: The Cech Homology Theory -- Chapter X: Special Features of the Cech Theory -- Chapter XI: Applications to Euclidean Spaces -- Index.
Front Matter Preface Table of Contents CHAPTER I: Axioms and general theorems CHAPTER II: Simplicial complexes CHAPTER III: Homology theory of simplicial complexes CHAPTER IV: Categories and functors CHAPTER V: Chain complexes CHAPTER VI: Formal homology theory of simplicial complexes CHAPTER VII: The singular homology theory CHAPTER VIII: Systems of groups and their limits CHAPTER IX: The Čech homology theory CHAPTER X: Special features of the Čech theory CHAPTER XI: Applications to Euclidean Spaces Index
Title Foundations of algebraic topology
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