This book on general topology is meant for graduate and senior undergraduate mathematics students. Written in a lucid manner, the text is enriched with examples, exercises, and proofs. Each topic has been explained in detail, and proofs are presented in a stepwise manner, which makes it suitable for self-study.
This book on general topology is meant for graduate and senior undergraduate mathematics students. Written in a lucid manner, the text is enriched with examples, exercises, and proofs. Each topic has been explained in detail, and proofs are presented in a stepwise manner, which makes it suitable for self-study.
Dr Jay Mehta is Assistant Professor in Department of Mathematics at Sardar Patel University, Gujarat, India. He is Ph.D. in Mathematics from Harish-Chandra Research Institute (HRI), Allahabad. His research interests include number theory and cryptography.
Inhaltsangabe
1. Preliminaries 2. Topological Spaces 3. Continuous Functions 4. Techniques of Creating Topologies: New from Old 5. The Topology of Metric Spaces 6. Countability Axioms 7. Separation Axioms 8. Compactness 9. Connectedness Appendix: From General Topology to Algebraic Topology References Index.
1. Preliminaries 2. Topological Spaces 3. Continuous Functions 4. Techniques of Creating Topologies: New from Old 5. The Topology of Metric Spaces 6. Countability Axioms 7. Separation Axioms 8. Compactness 9. Connectedness Appendix: From General Topology to Algebraic Topology References Index.
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