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Difference between revisions of "Topology Illustrated"
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Below are some sections of an early online draft (11/15/2015). Because of the extensive editing that had happened prior to publication, some of the sections had to be omitted. | Below are some sections of an early online draft (11/15/2015). Because of the extensive editing that had happened prior to publication, some of the sections had to be omitted. | ||
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+ | A bird's-eye view of discrete calculus is given in Chapter 4. I recently created a draft article [https://en.wikipedia.org/wiki/Draft:Discrete_calculus “Discrete calculus” for Wikipedia]. Instead of taking things from the book, I copied a few paragraphs from other Wikipedia articles. It’ll need a lot of work. | ||
If you have any questions, please email me or try the [http://facebook.com/topologybook/ facebook page] (until a better place is found). | If you have any questions, please email me or try the [http://facebook.com/topologybook/ facebook page] (until a better place is found). |
Revision as of 13:26, 7 September 2019
Topology Illustrated by Peter Saveliev
Contains 1000 illustrations.
Sold on Amazon.com. If you are an instructor considering using the book for your class, contact me about a copy.
Below are some sections of an early online draft (11/15/2015). Because of the extensive editing that had happened prior to publication, some of the sections had to be omitted.
A bird's-eye view of discrete calculus is given in Chapter 4. I recently created a draft article “Discrete calculus” for Wikipedia. Instead of taking things from the book, I copied a few paragraphs from other Wikipedia articles. It’ll need a lot of work.
If you have any questions, please email me or try the facebook page (until a better place is found).
CONTENTS
Preface 1
Chapter 1. Cycles
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Chapter 2. Topologies
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Chapter 3. Complexes
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Chapter 4. Spaces
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Chapter 5. Maps
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Chapter 6. Forms
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Chapter 7. Flows
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- Appendix: Notation 4
- Appendix: Student's guide to proof writing 3
- Index
- Link: Spreadsheets
- Link: Errata
- Link: Addenda
- Addendum: The political spectrum is a circle
- Addendum: Integer-valued calculus