Shape : the hidden geometry of information, biology, strategy, democracy, and everything else / Jordan Ellenberg.
Record details
- ISBN: 1984879057 : HRD
- ISBN: 9781984879059 : HRD
- ISBN: 9781984879059
- ISBN: 1984879057
- ISBN: 9780593299739
- ISBN: 0593299736
- Physical Description: pages cm
- Edition: First.
- Publisher: New York : Penguin Press, [2021]
Content descriptions
Bibliography, etc. Note: | Includes bibliographical references and index. |
Summary, etc.: | "Shape reveals the geometry underneath some of the most important scientific, political, and philosophical problems we face. Geometry asks: Where are things? Which things are near each other? How can you get from one thing to another thing? Those are important questions. Geometry doesn't just measure the world-it explains it. Shape shows us how"-- Provided by publisher. |
Search for related items by subject
Subject: | Geometry. Shapes. |
Available copies
- 19 of 20 copies available at Bibliomation. (Show)
- 1 of 1 copy available at Stafford Library.
Holds
- 0 current holds with 20 total copies.
Show Only Available Copies
Location | Call Number / Copy Notes | Barcode | Shelving Location | Status | Due Date |
---|---|---|---|---|---|
Stafford Library | 516 ELLENBERG (Text) | 34061088406428 | Adult Nonfiction | Available | - |
Shape : The Hidden Geometry of Information, Biology, Strategy, Democracy, and Everything Else
Click an element below to view details:
Table of Contents
Shape : The Hidden Geometry of Information, Biology, Strategy, Democracy, and Everything Else
Section | Section Description | Page Number |
---|---|---|
Introduction. Where Things are and What They Look Like | p. 1 | |
Chapter 1 | "I Vote for Euclid" | p. 9 |
Chapter 2 | How Many Holes Does a Straw Have? | p. 33 |
Chapter 3 | Giving the Same Name to Different Things | p. 52 |
Chapter 4 | A Fragment of the Sphinx | p. 64 |
Chapter 5 | "His Style was Invincibility" | p. 97 |
Chapter 6 | The Mysterious Power of Trial and Error | p. 144 |
Chapter 7 | Artificial Intelligence as Mountaineering | p. 166 |
Chapter 8 | You Are Your Own Negative-First Cousin, and Other Maps | p. 188 |
Chapter 9 | Three Years of Sundays | p. 200 |
Chapter 10 | What Happened Today Will Happen Tomorrow | p. 207 |
Chapter 11 | The Terrible Law of Increase | p. 242 |
Chapter 12 | The Smoke in the Leaf | p. 264 |
Chapter 13 | A Rumple in Space | p. 299 |
Chapter 14 | How Math Broke Democracy (And Might Still Save It) | p. 340 |
Conclusion. I Prove a Theorem and the House Expands | p. 411 | |
Acknowledgments | p. 423 | |
Notes | p. 427 | |
Index | p. 445 |