2000 JPBM Communications Award, Volume 47, Number 5

Total Page:16

File Type:pdf, Size:1020Kb

2000 JPBM Communications Award, Volume 47, Number 5 2000 JPBM Communications Award The Joint Policy Board for Mathematics the past decade, at the New York Times. She is now (JPBM) Communications Award was es- working on her second book, about great twenti- tablished in 1988 to reward and eth-century economic thinkers, which picks up encourage those who, on a sustained where Robert Heilbroner’s classic, The Worldly basis, bring accurate mathematical in- Philosophers, leaves off and which will be pub- formation to nonmathematical audi- lished by Simon & Schuster in 2003. ences. This lifetime award recognizes A Beautiful Mind, the biography of John Nash, a significant contribution or accumu- was Nasar’s first book. It grew out of her New York lated contributions to public under- Times article “The Lost Years of the Nobel Laure- Sylvia Nasar standing of mathematics. ate”, written right after Nash won the Nobel Prize At the Joint Mathematics Meetings in 1994. A Beautiful Mind won the 1998 National in Washington, DC, in January 2000, the 2000 JPBM Book Critic’s prize for biography and many other Communications Award was presented to SYLVIA NASAR. What follows is the award citation, a bio- accolades. graphical sketch, and the recipient’s response to receiving the award. Response Citation When John Forbes Nash Jr. won the Nobel Prize in economics in 1994, “the most remarkable mathe- The Joint Policy Board for Mathematics presents matician of the second half century” was known its 2000 Communications Award to Sylvia Nasar for A Beautiful Mind, her biography of John Forbes around Princeton as “The Phantom of Fine Hall”. Nash Jr. Based on extensive research, the vivid, He was not affiliated with any university, was not beautifully written account of the life of the trou- a member of the National Academy, was not listed bled mathematical genius provides rare insight in Who’s Who. The “Nash equilibrium”, “Nash into the world of academic research in mathe- bargaining solution”, “Nash embedding”, “Nash- matics. By portraying the mathematical culture at De Giorgi result”, “Nash-Moser theorem”, and other several leading institutions and explaining the sig- of Nash’s contributions from the 1950s had become nificance of John Nash’s contributions in game famous in fields as disparate as geometry and theory, geometry, and analysis, Sylvia Nasar has game theory, but he himself was shrouded in given the general public a glimpse into the world obscurity. Thirty years of devastating mental ill- of mathematical research and an understanding of ness had not only shattered Nash’s life, they had its impact on society. also erased his personal history. Without the loyal Biographical Sketch support of his colleagues in the mathematical com- munity and his wife, Alicia, Nash could not have Sylvia Nasar, who was born in Germany and grew survived those lost years, much less recovered up in the United States and Turkey, was trained as an economist. She studied under William Baumol from his illness and won worldwide acclaim. And and Fritz Machlup at New York University and without their recollections, letters, and pho- subsequently worked with Wassily Leontief, the tographs, I could not have reconstructed Nash’s 1973 winner of the Nobel Prize in economics for profoundly moving and inspiring story. For these his invention of input-output analysis. Nasar has gifts—as well as this wonderful award—I am been writing about economics for many years, first profoundly grateful. at Fortune and U.S. News & World Report, and, in —From JPBM prize announcement 574 NOTICES OF THE AMS VOLUME 47, NUMBER 5.
Recommended publications
  • Exploring Curriculum Leadership Capacity-Building Through Biographical Narrative: a Currere Case Study
    EXPLORING CURRICULUM LEADERSHIP CAPACITY-BUILDING THROUGH BIOGRAPHICAL NARRATIVE: A CURRERE CASE STUDY A dissertation submitted to the Kent State University College of Education, Health and Human Services in partial fulfillment of the requirements for the degree of Doctor of Philosophy By Karl W. Martin August 2018 © Copyright, 2018 by Karl W. Martin All Rights Reserved ii MARTIN, KARL W., Ph.D., August 2018 Education, Health and Human Services EXPLORING CURRICULUM LEADERSHIP CAPACITY-BUILDING THROUGH BIOGRAPHICAL NARRATIVE: A CURRERE CASE STUDY (473 pp.) My dissertation joins a vibrant conversation with James G. Henderson and colleagues, curriculum workers involved with leadership envisioned and embodied in his Collegial Curriculum Leadership Process (CCLP). Their work, “embedded in dynamic, open-ended folding, is a recursive, multiphased process supporting educators with a particular vocational calling” (Henderson, 2017). The four key Deleuzian “folds” of the process explore “awakening” to become lead professionals for democratic ways of living, cultivating repertoires for a diversified, holistic pedagogy, engaging in critical self- examinations and critically appraising their professional artistry. In “reactivating” the lived experiences, scholarship, writing and vocational calling of a brilliant Greek and Latin scholar named Marya Barlowski, meanings will be constructed as engendered through biographical narrative and currere case study. Grounded in the curriculum leadership “map,” she represents an allegorical presence in the narrative. Allegory has always been connected to awakening, and awakening is a precursor for capacity-building. The research design (the precise way in which to study this ‘problem’) will be a combination of historical narrative and currere. This collecting and constructing of Her story speaks to how the vision of leadership isn’t completely new – threads of it are tied to the past.
    [Show full text]
  • Nine Lives of Neoliberalism
    A Service of Leibniz-Informationszentrum econstor Wirtschaft Leibniz Information Centre Make Your Publications Visible. zbw for Economics Plehwe, Dieter (Ed.); Slobodian, Quinn (Ed.); Mirowski, Philip (Ed.) Book — Published Version Nine Lives of Neoliberalism Provided in Cooperation with: WZB Berlin Social Science Center Suggested Citation: Plehwe, Dieter (Ed.); Slobodian, Quinn (Ed.); Mirowski, Philip (Ed.) (2020) : Nine Lives of Neoliberalism, ISBN 978-1-78873-255-0, Verso, London, New York, NY, https://www.versobooks.com/books/3075-nine-lives-of-neoliberalism This Version is available at: http://hdl.handle.net/10419/215796 Standard-Nutzungsbedingungen: Terms of use: Die Dokumente auf EconStor dürfen zu eigenen wissenschaftlichen Documents in EconStor may be saved and copied for your Zwecken und zum Privatgebrauch gespeichert und kopiert werden. personal and scholarly purposes. Sie dürfen die Dokumente nicht für öffentliche oder kommerzielle You are not to copy documents for public or commercial Zwecke vervielfältigen, öffentlich ausstellen, öffentlich zugänglich purposes, to exhibit the documents publicly, to make them machen, vertreiben oder anderweitig nutzen. publicly available on the internet, or to distribute or otherwise use the documents in public. Sofern die Verfasser die Dokumente unter Open-Content-Lizenzen (insbesondere CC-Lizenzen) zur Verfügung gestellt haben sollten, If the documents have been made available under an Open gelten abweichend von diesen Nutzungsbedingungen die in der dort Content Licence (especially Creative
    [Show full text]
  • John Allen Paulos Curriculum Vitae – 2016
    (Note: This C.V. was originally compiled to conform to a University form, which, like most such institutional templates, is repetitive, clunky, and a little lacking in narrative verve. On the other hand, it is a C.V. and not an autobiography. (For that see my new book - Nov., 2015 – A Numerate Life.) More about me is available on my website at www.math.temple.edu/paulos) John Allen Paulos Curriculum Vitae – 2016 Education, Academic Position: Education: Public Schools, Milwaukee; B.S., University of Wisconsin, Madison, 1967; M.S., University of Washington, 1968; U.S. Peace Corps, 1970; Ph. D. in mathematics, University of Wisconsin, Madison, 1974. Doctoral Dissertation: "Delta Closed Logics and the Interpolation Property"; 1974; Professor K. Jon Barwise. Positions Held: Temple University Mathematics Department: 1973, Assistant Professor, 1982, Associate Professor, 1987, Full Professor Columbia University School of Journalism 2001, Visiting Professor Nanyang Technological University, summer visitor, 2011-present Awards: My books and expository writing as well as my public talks and columns led to my receiving the 2003 Award for promoting public understanding of science from the American Association for the Advancement of Science. (Previous winners include Carl Sagan, E. O. Wilson, and Anthony Fauci.) I received the 2002 Faculty Creative Achievement Award from Temple University for my books and other writings. My piece "Dyscalculia and Health Statistics" in DISCOVER magazine won the Folio Ovation Award for the best piece of commentary in any American magazine. My books and expository writing as well as my public talks and columns also led to my receiving the 2013 Mathematics Communication Award from the Joint Policy Board of 1 Mathematics.
    [Show full text]
  • AROUND PERELMAN's PROOF of the POINCARÉ CONJECTURE S. Finashin After 3 Years of Thorough Inspection, Perelman's Proof of Th
    AROUND PERELMAN'S PROOF OF THE POINCARE¶ CONJECTURE S. Finashin Abstract. Certain life principles of Perelman may look unusual, as it often happens with outstanding people. But his rejection of the Fields medal seems natural in the context of various activities followed his breakthrough in mathematics. Cet animal est tr`esm¶echant, quand on l'attaque, il se d¶efend. Folklore After 3 years of thorough inspection, Perelman's proof of the Poincar¶eConjecture was ¯nally recognized by the consensus of experts. Three groups of researchers not only veri¯ed its details, but also published their own expositions, clarifying the proofs in several hundreds of pages, on the level \available to graduate students". The solution of the Poincar¶eConjecture was the central event discussed in the International Congress of Mathematicians in Madrid, in August 2006 (ICM-2006), which gave to it a flavor of a historical congress. Additional attention to the personality of Perelman was attracted by his rejec- tion of the Fields medal. Some other of his decisions are also non-conventional and tradition-breaking, for example Perelman's refusal to submit his works to journals. Many people ¯nd these decisions strange, but I ¯nd them logical and would rather criticize certain bad traditions in the modern organization of science. One such tradition is a kind of tolerance to unfair credit for mathematical results. Another big problem is the journals, which are often transforming into certain clubs closed for aliens, or into pro¯table businesses, enjoying the free work of many mathemati- cians. Sometimes the role of the \organizers of science" in mathematics also raises questions.
    [Show full text]
  • John Forbes Nash Jr
    John Forbes Nash Jr. (1928–2015) Camillo De Lellis, Coordinating Editor John Forbes Nash Jr. was born in Bluefield, West Virginia, on June 13, 1928 and was named after his father, who was an electrical engineer. His mother, Margaret Virginia (née Martin), was a school teacher before her marriage, teaching English and sometimes Latin. After attending the standard schools in Bluefield, Nash entered the Carnegie Institute of Technology in Pittsburgh (now Carnegie Mel- lon University) with a George Westinghouse Scholarship. He spent one semester as a student of chemical engi- neering, switched momentarily to chemistry and finally decided to major in mathematics. After graduating in 1948 with a BS and a MS at the same time, Nash was of- fered a scholarship to enter as a graduate student at either Harvard or Princeton. He decided for Princeton, where in 1950 he earned a PhD de- of John D. Stier. gree with his celebrated work on noncooperative Courtesy games, which won him the John and Alicia Nash on the day of their wedding. Nobel Prize in Economics thirty-four years later. In the summer of 1950 groundbreaking paper “Real algebraic manifolds”, cf. [39], he worked at the RAND (Re- much of which was indeed conceived at the end of his search and Development) graduate studies: According to his autobiographical notes, Corporation, and although cf. [44], Nash was prepared for the possibility that the he went back to Princeton game theory work would not be regarded as acceptable during the autumn of the as a thesis at the Princeton mathematics department. same year, he remained a Around this time Nash met Eleanor Stier, with whom he consultant and occasion- had his first son, John David Stier, in 1953.
    [Show full text]
  • Annals of Mathematics: Manifold Destiny : the New Yorker 12/01/12 16.49
    Annals of Mathematics: Manifold Destiny : The New Yorker 12/01/12 16.49 ANNALS OF MATHEMATICS MANIFOLD DESTINY A legendary problem and the battle over who solved it. by Sylvia Nasar and David Gruber AUGUST 28, 2006 n the evening of June 20th, several hundred Ophysicists, including a Nobel laureate, assembled in an auditorium at the Friendship Hotel in Beijing for a lecture by the Chinese mathematician Shing-Tung Yau. In the late nineteen-seventies, when Yau was in his twenties, he had made a series of breakthroughs that helped launch the string-theory revolution in physics and earned him, in addition to a Fields Medal—the most coveted award in mathematics—a reputation in both disciplines as a thinker of unrivalled technical power. Yau had since become a professor of mathematics at Harvard and the director of mathematics institutes in Beijing and Hong Kong, dividing his time between the United States and China. His lecture at the Friendship Hotel was part of an international conference on string theory, which he had organized with the support of the Chinese government, in part to promote the country’s recent advances in theoretical physics. (More than six thousand students attended the keynote address, which was delivered by Yau’s close friend Stephen Hawking, in the Great Hall of the People.) The subject of Yau’s talk was something that few in his audience knew much about: the Poincaré conjecture, a century-old conundrum about the characteristics of three-dimensional spheres, which, because it has important implications for mathematics and cosmology and because it has eluded all attempts at solution, is regarded by mathematicians as a holy grail.
    [Show full text]
  • NHBB 2017 National History Bee National Championships Round 3
    reached). +8: REACHING and SCORING: INSTRUCTIONS: Tournament Student namesStudent ( Total pts for +8 reaching full name Moderator circle it Cross remainder out of row student’s and For correct answers, place new running total in student’s row for the corresponding question. For -1’s (3 for question. corresponding the row student’s in total running For correct new place answers, . Cross out entire columnCross entire out Remove student from round. In “Final score” column, place student’s total score (refer to the bottom row for the question on which +8 was Remove from was student +8 score” score “Final (referwhich column, In total on round. bottom student’s forplace to the question the row school include ) 1 2 3 NATIONAL HISTORY BEE: Round 3 Round BEE: HISTORY NATIONAL 15 points 15 ifscore no change. 4 5 6 . 7 8 9 14 Make column scoresplace sure the to in forcorrect the question 10 11 13 12 Scorer 13 12 pts 14 15 16 17 11 points 11 18 19 Room 20 21 22 10 points 10 23 24 25 rd incorrect interrupt), place running total total running place incorrect interrupt), 26 Round 27 9 points . 28 29 30 31 (circle 1) Division 32 8 points 33 34 V 35 score JV Final Final NHBB Nationals Bee 2016-2017 Bee Round 3 Bee Round 3 Regulation Questions (1) Gareth Jones first reported on this event in the West, for which he was criticized by Walter Duranty. Robert Conquest claimed that this event was deliberate in his book The Harvest of Sorrow.
    [Show full text]
  • A Review of Grand Pursuit by Sylvia Nasar
    d A BEAUTIFUL ECONOMICS STORY: A Review of Grand Pursuit by Sylvia Nasar Grand Pursuit: The Story of Economic Genius by Sylvia Nasar Simon & Schuster 2011 576 pages Reviewed by Sherman Folland I can’t help thinking that Ms. Nasar’s smile, in the photo on the flyleaf, is mischievous. It’s as if she’s thinking: “This time I told the economics story my way.” In any case her way is richly rewarding. She tells the intellectual discoveries succinctly and spot on correctly. But she has enriched these with a thorough reading of economic history, providing a context for theory in the progress of industry, productivity of the workers, and the reality of poverty. Likewise her knowledge of history and biog­ raphy helps make economics a story. A pleasant surprise is her familiarity with the novels that entertained and inspired the educated people in those times. This isn’t what textbooks on the history of economic thought typically look like, and if you want a book much denser on the theory side you will have to look elsewhere. But Grand Pursuit is richly entertaining and often very exciting. Sylvia Nasar’s previous book, A Beautiful Mind, on the life of the troubled, genius, game theorist John Nash, was hugely 119 successful with both the critics and the public. The Boston Globe compared it to a “Rembrandt portrait,” The New York Times called it a “remarkable look into the arcane world of mathemat­ ics and the tragedy of madness,” while The Washington Post said it was a “ . fascinating overview of [a] life and the intellectual history of his times.” A rare honor, Nasar’s book was also re­ viewed, and positively, by the Journal of Economic Literature.
    [Show full text]
  • P the Party 1
    2 THE PARTY A Political Memoir DEDICATION This book is dedicated to the memory of Farrell Dobbs (1907-83), worker organizer and leader, revolutionary politician, central leader of the Socialist Workers Party. Selfless, incorruptible, fair-minded and warm human being and friend. © Resistance Books 2005 ISBN 1-876646-50-0 Published by Resistance Books, 23 Abercrombie St., Chippendale 2008, Australia Printed by Southwood Press, 76-82 Chapel St., Marrickville 2204, Australia CONTENTS Acknowledgements................................................................................................................. 5 Preface .................................................................................................................................... 7 1. How I Came to Join the SWP ....................................................................................... 11 2. First Lessons ................................................................................................................. 29 3. The Southern Sit-Ins and the Founding of the YSA .................................................... 35 4. Early Battles ................................................................................................................. 41 5. The Cuban Revolution Changes the World! ................................................................. 48 6. The Freedom Rides....................................................................................................... 54 7. Rifts in the SWP ..........................................................................................................
    [Show full text]
  • View, Including a 473- Page Exegesis by Columbia Math Chair John Morgan and MIT’S Gang Tian, a Consensus Emerged That Perelman Had Indeed Reached the Mountaintop
    On Campus Holes in the Argument Who solved the Poincaré Conjecture, one of the world's most difficult math problems? By Paul Hond | Winter 2006-07 Mark Steele Math whiz Richard Hamilton and author Sylvia Nasar probably won’t be dining together at the Faculty Club anytime soon. Nasar, professor of business journalism at the J-School, cowrote an article in the August 28, 2006 issue of The New Yorker describing the battle over who solved the Poincaré Conjecture, one of the world’s most difficult math problems. The piece sparked controversy, and even the threat of a lawsuit, for its depiction of Hamilton’s close friend, Harvard mathematician Shing-Tung Yau, as having sought undeserved credit for cracking the Poincaré. In a letter of support to Yau’s attorney, Hamilton wrote: “I am very disturbed by the unfair manner in which Shing-Tung Yau has been portrayed in the New Yorker article. It is unfortunate that his character has been so badly misrepresented.” But Hamilton, who is Davies Professor of Mathematics at Columbia, is no mere bystander in the Poincaré affair; in fact, he did much to create it. For a hundred years, the Poincaré Conjecture, named for the French mathematician Henri Poincaré, was a seemingly unsolvable problem that had eluded the greatest mathematical minds. To understand the Poincaré, one must grasp that, to a topologist, three-dimensional objects are no more than surfaces — that is, two- dimensional objects; a golf ball, a baseball bat, and a starfish are, in essence, the same shape, since their surfaces can all be manipulated into spheres (whereas objects with holes, like a doughnut or a pretzel, cannot).
    [Show full text]
  • Nash Equilibrium and the History of Economic Theory
    NASH EQUILIBRIUM AND THE HISTORY OF ECONOMIC THEORY by Roger B. Myerson first version, April 1996 revised, March 1999 Abstract. John Nash's formulation of noncooperative game theory was one of the great breakthroughs in the history of social science. Nash's work in this area is reviewed in its historical context, to better understand how the fundamental ideas of noncooperative game theory were developed and how they changed the course of economic theory. JEL Classification numbers: B20, C72 Author's address: Department of Economics, University of Chicago, 1126 E 59th Street, Chicago, IL 606037. E-mail: [email protected] URL: http://home.uchicago.edu/~rmyerson/ This paper is published in the Journal of Economic Literature 36:1067-1082 (1999), which is the only definitive repository of the content that has been certified and accepted after peer review. NASH EQUILIBRIUM AND THE HISTORY OF ECONOMIC THEORY by Roger B. Myerson, Northwestern University 1. Looking back on an intellectual revolution November 16, 1999 marks the fiftieth anniversary of the day that John Nash's first paper on noncooperative equilibrium was received by the editorial offices of the Proceedings of the National Academy of Sciences. The fiftieth anniversary of a major event can be a good time to look back at it, when we are still linked to it by living memories, but we have enough distance to see some of its broader historical significance. From this perspective, Nash's theory of noncooperative games should now be recognized as one of the outstanding intellectual advances of the twentieth century. The formulation of Nash equilibrium has had a fundamental and pervasive impact in economics and the social sciences which is comparable to that of the discovery of the DNA double helix in the biological sciences.
    [Show full text]
  • John Forbes Nash (1928–2015) Master of Games and Equations
    COMMENT OBITUARY John Forbes Nash (1928–2015) Master of games and equations. ohn Forbes Nash, an exalted mathema- and nonlinear partial differential equations. tician whose life took dramatic turns He was not afraid to tackle the hardest between genius, mental illness and celeb- problems in the field, and he succeeded. In J MIT MUSEUM rity status, made major contributions to game 1957, he — in parallel with Italian mathe- theory, geometry and the field of partial matician Ennio de Giorgi — solved Hilbert’s differential equations. nineteenth problem involving partial differ- Nash, who died on 23 May, was born in ential equations. Bluefield, West Virginia, in 1928. His father It was during a talk in 1959 on what is seen was an electrical engineer and his mother to be one of the hardest problems in maths — a schoolteacher. In 1945, after excelling in the Riemann hypothesis — that the audience mathematics at high school, he attended realized that there was something wrong with the Carnegie Institute of Technology (now Nash. His talk was incomprehensible. Carnegie Mellon University) in Pittsburgh, He was diagnosed with paranoid schizo- Pennsylvania. At first he studied chemi- phrenia that year. Over the next two decades, cal engineering, but soon after enrolling he Nash was in and out of hospitals. He under- switched to chemistry and then to maths. went therapy, and for a while left the United In Nash’s final year, one of his profes- States and sought asylum in Switzerland in sors wrote a recommendation letter for the an attempt to escape his imagined tormen- 19-year-old supporting his application to tors.
    [Show full text]