In some ways this probably has not changed very much, in spite of the best efforts of the mathematical community. He pointed out, rather whimsically, that the “average person hardly thinks that mathematics has a history, rather, that all of it was revealed in a flash to some ancient mathematical Moses or reclaimed from a handbag at the left luggage room in Waterloo Station.” He points out that an admired text in world history at the time devoted 20 of its 900 pages to the history of science. N 1985 when Philip Davis wrote the introduction to this book he lamented the low esteem in which mathematical history was held by the general public and even by professional historians. Herbert Robbins Interviewed by Warren PageĪlbert Tucker Interviewed by Stephen B. Mina Rees Interviewed by Rosamond Dana and Peter J. Tuckerīenoit Mandelbrot Interviewed by Anthony Barcellos Solomon Lefschetz: A Reminiscence By Albert W. Alexandersonĭonald Knuth Interviewed by Donald J. Martin Gardner: Master of Recreational Mathematics and Much More Interviewed by Donald J. Martin Gardner: Defending the Honor of the Human Mind By Peter Renz Shiing-Shen Chern By William Chinn and John Lewis Alexanderson and Carroll Wildeĭavid Blackwell Interviewed by Donald J. The memoir of TausskyTodd is published courtesy of the Archives, California Institute of Technology.įoreword By Ivan Niven Introduction: Reflections on Writing the History of Mathematics By Philip J. The memoir of Smullyan is an abridgement of Some Interesting Memories: A Paradoxical Life published by Thinker’s Press, Inc., Davenport, Iowa, 2002. The profile of Graham first appeared in Math Horizons (November 1996). The profile of Conway first appeared in Math Horizons (Spring 1994). (All other photographs were supplied by interview and profile subjects.)Īdditional Acknowledgements Several of the interviews and profiles in this volume first appeared in the College Mathematics Journal: Birkhoff (March 1983), Chern (November 1983), Coxeter (January 1980), Erdős (September 1981), Gardner (Part I, May 2005 Part II, September 2005), Halmos (Part I, September 1982, Part II, January, 2004), Kemeny (January 1983), Kline (June and September 1979), Knuth (January and March 1982), Pollak (June 1984), Pólya (January 1979), Reid (September 1980), Robbins (January 1984), Tucker (June 1983), and Ulam (June 1981). 79, 83, University Communications, Santa Clara University pp. 58, 64, 70, News and Publications Service, Stanford University p. 3 (left), The University of Chicago Office of News and Information p. Includes bibliographical references and index. Alexanderson, editors introduction by Philip J. Library of Congress Cataloging-in-Publication Data Mathematical people : profiles and interviews / Donald J. No part of the material protected by this copyright notice may be reproduced or utilized in any form, electronic or mechanical, including photocopying, recording, or by any information storage and retrieval system, without written permission from the copyright owner.įirst Edition published in 1985 by Birkhäuser Boston in collaboration with the Mathematical Association of America. 888 Worcester Street, Suite 230 Wellesley, MA 02482 Copyright © 2008 by A K Peters, Ltd.Īll rights reserved. DavisĮditorial, Sales, and Customer Service OfficeĪ K Peters, Ltd. While this would not get you academic credits (well, not unless you enroll and pay the tuition, anyway), it would be more than sufficient to tick off the Numerical Analysis box on your grad school application.Mathematical People Profiles and Interviews Second EditionĮdited by Donald J. Armed with a letter of recommendation from a BSM instructor, I'm pretty sure you'll be allowed to attend the lectures and get copies of the coursework. the Budapest University of Technology and Economics surely does). Budapest has some universities that offer Master's level Numerical Analysis courses in English (e.g. If there are no other (say, financial) obstacles, you certainly should not forgo the opportunity over silly Numerical Analysis worries.Īnd if you're absolutely hell-bent on taking Numerical Analysis, there's another option. I encourage you to attend BSM if at all possible. In fact, the BSM experience will probably look better on your application than any number of numerical analysis classes taken at your home institution. The combinatorics you inevitably pick up during the BSM is looked upon very favorably in some fields of applied mathematics.
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