Peter Lax, mathematician : an illustrated memoir

著者

書誌事項

Peter Lax, mathematician : an illustrated memoir

Reuben Hersh ; photographic research by Eda Gordon

American Mathematical Society, c2015

  • : [pbk]

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注記

Includes bibliographical references (p. 229-231) and index

内容説明・目次

内容説明

This book is a biography of one of the most famous and influential living mathematicians, Peter Lax. He is virtually unique as a preeminent leader in both pure and applied mathematics, fields which are often seen as competing and incompatible. Although he has been an academic for all of his adult life, his biography is not without drama and tragedy. Lax and his family barely escaped to the U.S. from Budapest before the Holocaust descended. He was one of the youngest scientists to work on the Manhattan Project. He played a leading role in coping with the infamous "kidnapping" of the NYU mathematics department's computer, in 1970. The list of topics in which Lax made fundamental and long-lasting contributions is remarkable: scattering theory, solitons, shock waves, and even classical analysis, to name a few. His work has been honored many times, including the Abel Prize in 2005. The book concludes with an account of his most important mathematical contributions, made accessible without heavy prerequisites. Reuben Hersh has written extensively on mathematics. His book with Philip Davis, The Mathematical Experience, won the National Book Award in science. Hersh is emeritus professor of mathematics at the University of New Mexico, USA.

目次

Contents Acknowledgements Introduction Chapter 1. A prodigy and his family have a narrow escape Chapter 2. Manhattan, NY, and Manhattan Project. An army private among the "Martians" Chapter 3. Family life: Son, husband, father, grandfather Chapter 4. Early career Chapter 5. The famous CDC 6600 bomb-scare adventure Chapter 6. Later career Chapter 7. The queen of Norway Entr'acte. Peter's stories Chapter 8. Books Chapter 9. Pure AND applied, not VERSUS applied Chapter 10. Difference schemes. Shocks. Solitons. Scattering. Lax-Milgram. Polya's curve. Etc. Epilogue Appendices Notes References

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