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The random walks of George Polya

The random walks of George Polya

Gerald L. Alexanderson

316 pages, parution le 01/01/2000

Résumé

George Polya enjoyed the esteem of the mathematical community not only for his deep and influential contributions in a variety of mathematical fields, hut also for his groundbreaking work in the teaching of mathematics. His Standing in the latter area could rest solely on his having written one of the most widely read books in mathematics, the still-popular How to Solve It. Various other books were almost equally influential, however: Mathematical Discovery and Mathematics and Plausible Reasoning to name but two. With G. Szego he wrote the mathematical classic, Problems and Theorems in Analysis.

In addition to his championing problem-solving, he contributed to mathematics important.results in complex and real analysis, inequalities, mathematical physics, combinatorics, probability theory, number theory and geometry. He coined the phrases "random walk" and "central limit theorem" and gave to mathematics the Polya Enumeration Theorem, along with many other ideas used widely today.

The present work attempts to describe how such versatility came about and, along the way, tells some stories about mathematics and mathematicians that, we hope, will enlighten and entertain.

Contents

  • Childhood
  • Polya's education
  • Vienna, Göttingen and Paris
  • Zurich
  • Collaboration with Szego
  • Oxford and Cambridge
  • The United States - the first visit
  • Swiss citizenship
  • Stanford
  • Honors
  • The later years
  • Appendix I: Polya's work in probability K. L. Chung
  • Appendix II: Polya's work in analysis R. P. Boas
  • Appendix III: Comments on number theory D. H. Lehmer
  • Appendix IV: Polya's geometry D. Schattschneider
  • Appendix V: Polya's enumeration theorem R. C. Reed
  • Appendix VI: Polya's contributions in mathematical physics M. M. Schiffer
  • Appendix VII: Polya and mathematical education A. H. Schoenfeld +Appendix VIII: Polya's influence
  • Appendix IX: Prizes awards and lectureships
  • Appendix X: On picture writing G. Polya
  • Appendix XI: On learning, teaching and learning teaching G. Polya
  • Appendix XII: Cast of Characters

L'auteur - Gerald L. Alexanderson

Gerald L. Alexanderson is the Valeriote Professor of Science at Santa Clara University where he has been chair of the Department of Mathematics and Computer Science since 1967. As a student at Stanford University he worked with George Polya and remained a friend of Polya and his wife for the next thirty or so years. Alexanderson has been President of the Mathematical Association of America and prior to that served for seven years as Secretary of the MAA. He has written numerous articles on mathematics and mathematicians and has coauthored or coedited a dozen books in the field. From 1986 to 1990 he served as editor of "Mathematics Magazine."

Caractéristiques techniques

  PAPIER
Éditeur(s) The Mathematical Association of America (MAA)
Auteur(s) Gerald L. Alexanderson
Parution 01/01/2000
Nb. de pages 316
Format 15 x 23
Couverture Broché
Poids 515g
Intérieur Noir et Blanc
EAN13 9780883855287
ISBN13 978-0-88385-528-7

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