Topology

By: MunkresPublication details: New Delhi Prentice Hall of India 2003 DDC classification: 513.83 Summary: 1 Set Theory and logic 2 Topological spaces and continuous functions 3 Connectedness and Compactness 4 Countability and Separation Axioms 5 The tychonoff 6 ,Metrization theorems and paracompactness 7 Complete metric space and function spaces 8 Baire space and dimension theory 9 The fundamental group 10 separation theorems in the plane 11 The seifert van kampen theorem 12 Classification of surface 13 Classification of covering spaces Applications to group theory
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Books Books Parvatibai Chowgule College of Arts and Science, Margao
computer 		513.83 MUN/TOP (Browse shelf(Opens below)) Available PCC-37879
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004.165 MAZ/Eig The 8051 Microontroller and Embedded Systems Using Assembly and C 005:262 Dei-Dei Java How to Program 006.31 RAH/KUM Machine Learning Using R 513.83 MUN/TOP Topology 519.50285 RIZ/Sta Statistical Computing With R

1 Set Theory and logic
2 Topological spaces and continuous functions
3 Connectedness and Compactness
4 Countability and Separation Axioms
5 The tychonoff
6 ,Metrization theorems and paracompactness
7 Complete metric space and function spaces
8 Baire space and dimension theory
9 The fundamental group
10 separation theorems in the plane
11 The seifert van kampen theorem
12 Classification of surface
13 Classification of covering spaces
Applications to group theory

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