Problem Solving in Mathematics and Beyond: Mathematics: The Quest for Truth and Beauty

Problem Solving in Mathematics and Beyond: Mathematics: The Quest for Truth and Beauty

Problem Solving in Mathematics and Beyond: Mathematics: The Quest for Truth and Beauty

Author: James D Stein (Author)

Publisher finelybook 出版社:‏ World Scientific Publishing

Publication Date 出版日期: 2025-06-09

Language 语言: English

Print Length 页数: 184 pages

ISBN-10: 9819806305

ISBN-13: 9789819806300

Book Description

This book tells the stories of some of the great quests of mathematics, such as the centuries-long pursuit for the proof of Fermat’s Last Theorem. These quests are searches for difficult-to-discover universal truths, pursued with passion not only by mathematicians and scientists, but by kings, emperors and even Jean-Luc Picard, the captain of Star Trek’s Starship Enterprise. Some of their exploits are adventures as fascinating as any historical or current-day drama. The truths they have discovered help us understand not only mathematics, but also the Universe — and sometimes, ourselves. In addition to well-known quests such as Fermat’s Last Theorem and the Goldbach Conjecture, some of the chapters describe more recent pursuits such as the Traveling Salesman Problem and the Multi-armed Bandit Problem. While some of the quests have been completed, others are still ongoing, and one (the Six Squares Problem) can be understood — and maybe even solved — by a five-year-old child.

About the Author

James D Stein graduated with a BA in Mathematics in 1962 from Yale and a PhD in Mathematics from the University of California at Berkeley in 1967, having put himself through graduate school by working as a computer programmer. He taught for 7 years at the University of California in Los Angeles (UCLA) and for 35 at California State University, Long Beach (CSULB). He is the author of approximately 40 research papers, most of which are on Banach spaces or fixed-point theory, and 12 books on mathematics and science written for the general public. Two of these books were selections of the Scientific American Book Club. His current areas of interest are probability theory and its application to problems of prediction.

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