DOCSLIB.ORG

CV Eberhard Knobloch

Total Page：16

File Type：pdf, Size：1020Kb

Download full-text PDF Read full-text
CV Eberhard Knobloch Curriculum Vitae Prof. Dr. Eberhard Knobloch Name: Eberhard Knobloch Geboren: 6. November 1943 Eberhard Knobloch ist Wissenschaftshistoriker mit dem Schwerpunkt der Mathematischen Wissenschaften. Er erforscht u. a. die Technik der Rennaissance, naturwissenschaftliche Weltbilder sowie die Geschichte der Wahrscheinlichkeitsrechnung und ihrer Anwendungen. Akademischer und beruflicher Werdegang seit 2002 Akademie-Professur an der Berlin-Brandenburgischen Akademie der Wissenschaften (BBAW) und der Technischen Universität Berlin 1980 - 2002 Professur an der Technischen Universität Berlin 1976 Habilitation an der Technischen Universität Berlin 1973 - 1980 Professur an der Pädagogischen Hochschule Berlin 1972 Promotion an der Technischen Universität Berlin 1962 - 1967 Studium an der Freien und der Technischen Universität Berlin Funktionen in wissenschaftlichen Gesellschaften und Gremien (Auswahl) seit 2008 Präsident des Beirats der Bernoulli-Edition 2006 - 2008 President der European Society for the History of Science 2005 - 2013 Président der Académie Internationale d’Histoire des Sciences, Frankreich 2001 - 2005 Präsident des International Program Committee des 22. Internationalen Kongresses für Wissenschaftsgeschichte in Peking, China 2001 - 2005 Präsident des German National Committee of the History of Science Nationale Akademie der Wissenschaften Leopoldina www.leopoldina.org 1 1996 - 1999 Vorsitzender des Verbundes für Wissenschaftsgeschichte Berlin 1994 - 1997 Chairman der International Commission on the History of Mathematics Projektkoordination, Mitgliedschaft in Verbundprojekten (Auswahl) 2008 - 2012 Mitglied im Excellence-Cluster TOPOI der Freien und der Humboldt-Universität Berlin seit 2007 Projektleiter der Leibniz-Edition Reihe 4 an der BBAW in Potsdam 2004 - 2008 Co-Direktor des DFG-Forschungsprojektes „Die Geographie des Ptolemaios“ seit 2002 Projektleiter der Alexander von Humboldt-Forschungsstelle an der BBAW in Berlin 2002 - 2005 Co-Direktor des DFG-Forschungsprojektes „Die Korrespondenz von Gottfried Kirch“ seit 2001 Projektleiter der Leibniz-Edition Reihe 8 an der BBAW in Berlin 1999 - 2000 Direktor des DFG-Forschungsprojektes „Wissenschaftliche Biographie von Richard von Mises“ 1998 - 2003 Projektleiter der Tschirnhaus-Edition der Sächsischen Akademie der Wissenschaften in Dresden 1994 - 1995 Direktor des DFG-Forschungsprojektes „Beltrami’s Korrespondenz mit Houël und Helmholtz“ 1992 - 1995 Direktor des DFG-Forschungsprojektes „Nichtlineare Dynamik und deterministisches Chaos“ 1991 - 1995 Direktor des DFG-Forschungsprojektes „Die Beiträge des Mathematikers C.G.J.Jacobi zur Zahlentheorie“ 1976 - 2008 Projektleiter der Leibniz-Edition Reihe 7 an der Akademie der Wissenschaften zu Göttingen Auszeichnungen und verliehene Mitgliedschaften (Auswahl) 2017 Kenneth-O.-May-Prize in the History of Mathematics 2014 Blaise Pascal-Medaille für die Sozial- und Geisteswissenschaften der Academia Scientiarum Europaea 2012 Verleihung einer Ehrenurkunde für den Beitrag zur Wissenschafts- und Technikgeschichte durch die Russische Akademie der Wissenschaften, Moskau 2011 Verleihung einer Honorarprofessur durch die Chinesische Akademie der Wissenschaften, Peking 2002 Mitglied der Academia Scientiarum Europaea Nationale Akademie der Wissenschaften Leopoldina www.leopoldina.org 2 1999 Mitglied der Northwest University von Xian, Chin (Permanent Visiting Professor) 1997 Mitglied der Berlin-Brandenburgischen Akademie der Wissenschaften 1996 Mitglied der Nationalen Akademie der Wissenschaften Leopoldina 1994 Mitglied der Sächsischen Akademie der Wissenschaften zu Leipzig 1988 Mitglied der Académie Internationale d’Histoire des Sciences, Frankreich (Membre effectif) 1984 Mitglied der Académie Internationale d’Histoire des Sciences, Frankreich (Membre correspondant) Forschungsschwerpunkte Geschichte und Philosophie der mathematischen Wissenschaften, Technik der Renaissance; Archimedes, Jamblichos, Nicolaus von Kues, Christoph Clavius, Johannes Kepler, Gottfried Wilhelm Leibniz, Leonhard Euler, Alexander von Humboldt; Wissenschaft der Jesuiten; Geschichte der Wahrscheinlichkeitsrechnung und ihrer Anwendungen (Versicherungsmathematik, Fehlerrechnung); Geschichte der Infinitesimalmathematik; Mathematik und Musik; naturwissenschaftliche Weltbilder, Kosmologien; Rezeption und Transformation der Antike. Nationale Akademie der Wissenschaften Leopoldina www.leopoldina.org 3 .
Load more

Recommended publications
  • Mathematical Language and Mathematical Progress by Eberhard Knobloch
    Mathematical language and mathematical progress By Eberhard Knobloch In 1972 the space probe Pioneer 10 was launched, carrying a plaque which contains the first message of mankind to leave our solar system1: The space probe is represented by a circular segment and a rectangle designed on the same scale as that of the man and the woman. This is not true of the solar system: sun and planets are represented by small circles and points. We do not know whether there are other intelligent beings living on stars in the universe, or whether they will even understand the message. But the non-verbal, the symbolical language of geometry seemed to be more appropriate than any other language. The grammar of any ordinary language is so complicated that still every computer breaks down with regards to it. 1 Karl Märker, "Sind wir allein im Weltall? Kosmos und Leben", in: Astronomie im Deutschen Museum, Planeten - Sterne - Welteninseln, hrsg. von Gerhard Hartl, Karl Märker, Jürgen Teichmann, Gudrun Wolfschmidt (München: Deutsches Museum, 1993), p. 217. [We reproduce the image of the plaque from: http://en.wikipedia.org/wiki/Pioneer_plaque ; Karine Chemla] 1 The famous Nicholas Bourbaki wrote in 19482: "It is the external form which the mathematician gives to his thought, the vehicle which makes it accessible to others, in short, the language suited to mathematics; this is all, no further significance should be attached to it". Bourbaki added: "To lay down the rules of this language, to set up its vocabulary and to clarify its syntax, all that is indeed extremely useful." But it was only the least interesting aspect of the axiomatic method for him.
    [Show full text]
  • Prize Is Awarded Every Three Years at the Joint Mathematics Meetings
    AMERICAN MATHEMATICAL SOCIETY LEVI L. CONANT PRIZE This prize was established in 2000 in honor of Levi L. Conant to recognize the best expository paper published in either the Notices of the AMS or the Bulletin of the AMS in the preceding fi ve years. Levi L. Conant (1857–1916) was a math- ematician who taught at Dakota School of Mines for three years and at Worcester Polytechnic Institute for twenty-fi ve years. His will included a bequest to the AMS effective upon his wife’s death, which occurred sixty years after his own demise. Citation Persi Diaconis The Levi L. Conant Prize for 2012 is awarded to Persi Diaconis for his article, “The Markov chain Monte Carlo revolution” (Bulletin Amer. Math. Soc. 46 (2009), no. 2, 179–205). This wonderful article is a lively and engaging overview of modern methods in probability and statistics, and their applications. It opens with a fascinating real- life example: a prison psychologist turns up at Stanford University with encoded messages written by prisoners, and Marc Coram uses the Metropolis algorithm to decrypt them. From there, the article gets even more compelling! After a highly accessible description of Markov chains from fi rst principles, Diaconis colorfully illustrates many of the applications and venues of these ideas. Along the way, he points to some very interesting mathematics and some fascinating open questions, especially about the running time in concrete situ- ations of the Metropolis algorithm, which is a specifi c Monte Carlo method for constructing Markov chains. The article also highlights the use of spectral methods to deduce estimates for the length of the chain needed to achieve mixing.
    [Show full text]
  • 13, November 1990 ISSN 0835-5924
    BULLETIN CSHPM/SCHPM T,HE TOKYO HISTORY 'OF MA T"EMA 11_Cl, , / SYMPOSIU'M 19,90/ '~'q~, '/ ___"" __:~".,~,,,, <~~""'-"""'~:'""""""""~'l:~.,,:.;:';'l<;..n"'<'¢""'''''fi~:;" ~--j-""'?::~::'~::~=;;C-:-- ;---~><,' /, .' The 21st InterrrationalCor;:~ress of Matiliematiciails (ICM) whi' be held in Kyoto, Japan, -rrnt.,..··,.c.;Ll1fT1 21 th[ough'29, 1990, the first one;m:"the( Eastin the alm0st one hundred. years of its history. As a conference related to the Kyoto ~CM; Japanese'bistorian$ of'math~matics ha~e'ur:ganized the History of Mathematics Symposium t?,be'held in Tokyo on August 31 and ,September 1, 1990 .. It is supported by the Organizing Committee of the Kyoto 10M, the History of Science Society of Jap~:''and the Interna- tional.Commissionon'the History of M~themadcs. ,I ,,', ,"4 . The Tokyo S~posium will emphasize the f~llowing three fields in the 'history of mathe~~tics : (1) mathematical traditions in the East, (2) the history of;; matheplatics in moijern Europe, and (3) the interaction between mathematicaJ.)~esearc~ an¢' the hist~ry of rhathematics. It'will consist of the/tWo ses~ions : SessionA comprised of 22 invited',lectures, and;'Sessionffi:comprised of' communications. "" ' ~ ,t :. ~ f '::':"::~~;:; ~'-' 4 5 >~..,,,,,,' numero 13, novembre 1990 number 13, November 1990 ISSN 0835-5924 Canadian Society for History and Philosophy of Mathematics Societe canadienne d'histoire et de philosophie des mathematiques l The Bulletin is an informal medium whose aim is to inform members of the CSHPM\SCHPM, and others interested in the history and philosophy of mathematics, of happenings, meetings, current research work, pUblications etc. and to provide a place where one can present tidbits, historical problems, quotations etc.
    [Show full text]
  • CSHPM Bulletin, November 2016
    BULLETIN November/Novembre 2016 Number/le num´ero 59 WHAT’S INSIDE Articles Announcements ................................................................................................ 3 Interact with MAA Convergence [Janet Beery] .............................................................. 7 Joint AMS/MAA Meetings in Atlanta........................................................................ 9 Quotations in Context [Mike Molinsky] ...................................................................... 13 Grattan-Guinness Archival Research Travel Grants [Karen Parshall] ...................................... 14 Ohio Section 100th Annual Meeting [David Kullman]....................................................... 18 Three Societies in Edmonton [David Orenstein] ............................................................. 19 COMHISMA12 in Marrakech [Gregg de Young] ............................................................. 20 Jim Kiernan (1949–2014) [Walter Meyer]..................................................................... 22 Reports From the President [Dirk Schlimm] ........................................................................... 2 Executive Council Meeting CSHPM/ SCHPM............................................................... 9 2017 Call for Papers............................................................................................ 10 Annual General Meeting HSSFC [Amy Ackerberg-Hastings] ............................................... 15 AGM of CSHPM/SCHPM [Patricia Allaire] ................................................................
    [Show full text]
  • Philosophical Aspects of Symbolic Reasoning in Early Modern Mathematics
    Studies in Logic Volume 26 Philosophical Aspects of Symbolic Reasoning in Early Modern Mathematics Volume 17 Reasoning in Simple Type Theory. Festschrift in Honour of Peter B. Andrews on His 70th Birthday. Christoph Benzmüller, Chad E. Brown and Jörg Siekmann, eds. Volume 18 Classification Theory for Abstract Elementary Classes Saharon Shelah Volume 19 The Foundations of Mathematics Kenneth Kunen Volume 20 Classification Theory for Abstract Elementary Classes, Volume 2 Saharon Shelah Volume 21 The Many Sides of Logic Walter Carnielli, Marcelo E. Coniglio, Itala M. Loffredo D’Ottaviano, eds. Volume 22 The Axiom of Choice John L. Bell Volume 23 The Logic of Fiction John Woods, with a Foreword by Nicholas Griffin Volume 24 Studies in Diagrammatology and Diagram Praxis Olga Pombo and Alexander Gerner Volume 25 The Analytical Way: Proceedings of the 6th European Congress of Analytical Philosophy Tadeusz Czarnecki, Katarzyna Kijania-Placek, Olga Poller and Jan Woleski , eds. Volume 26 Philosophical Aspects of Symbolic Reasoning in Early Modern Mathematics Albrecht Heeffer and Maarten Van Dyck, eds. Studies in Logic Series Editor Dov Gabbay [email protected] Philosophical Aspects of Symbolic Reasoning in Early Modern Mathematics Edited by Albrecht Heeffer and Maarten Van Dyck © Individual author and College Publications 2010. All rights reserved. ISBN 978-1-84890-017-2 College Publications Scientific Director: Dov Gabbay Managing Director: Jane Spurr Department of Computer Science King’s College London, Strand, London WC2R 2LS, UK http://www.collegepublications.co.uk Original cover design by orchid creative www.orchidcreative.co.uk Printed by Lightning Source, Milton Keynes, UK All rights reserved.
    [Show full text]
  • KUIL, Vol. 26, 2003, 429-474 the HISTORY of CHINESE
    KUIL, vol. 26, 2003, 429-474 THE HISTORY OF CHINESE MATHEMATICS: THE PAST 25 YEARS ANDREA EBERHARD-BRÉARD REHSEIS (CNRS), France • Ph. D. Program in History • The Graduate Center, CUNY JOSEPH W. DAUBEN Ph. D. Program in History • The Graduate Center, CUNY XU YIBAO Ph.D. Program in History • The Graduate Center, CUNY RESUMEN ABSTRACT El presente artículo presenta los más This paper presents the major accom- importantes logros de la investigacián plishments of research over the past quar- sobre historia de las matemáticas chinas en ter century in the field of Chinese mathe- el ŭltimo cuarto del siglo XX. Comienza matics and its history. We begin with a con una breve panordmica sobre el estado brief overview of the progress of our de conocimientos y las principales figuras knowledge of that history, and the major que realizaron las prirneras contribuciones figures who contributed the fundamental fundamentales antes de 1975 para después early works prior to 1975, and then exam- examinar más detenidamente las aporta- ine more carefully the achievements of the ciones Ilevadas a cabo durante el ŭltimo past quarter century, beginning with a cuarto de siglo: autores europeos, publica- general overview of the subject before ciones en inglés y, finalmente, la extraor- surveying in more detail the contributions dinaria produccián en chino, en su mayor made in the past twenty-five years, first parte tras la Revolución Cultural. by Europeans, then by scholars publishing in English, after which this survey turns to examine the extraordinary production of scholarship written in Chinese, most of it since the end of the Cultural Revolution.
    [Show full text]
  • Of the European Mathematical Society
    NEWSLETTER OF THE EUROPEAN MATHEMATICAL SOCIETY Feature Feature Society Centres Three Stories of High Oscillation Mathematics at the Museum The BSHM Hausdorff Research Institute p. 18 p. 23 p. 34 p. 37 March 2013 Issue 87 ISSN 1027-488X S E European M M Mathematical E S Society Societies The British Society for the History of Mathematics Robin Wilson and Raymond Flood (Oxford, UK) The British Society for the History of Mathematics Leo Rogers (Digby Stuart College) on Relations between (BSHM) was founded in 1971 and currently has about the history and pedagogy of mathematics; 300 members from around the world. Its aims are: J. V. Pepper (North-East London Polytechnic) on Tho- - to promote and encourage research into the history of mas Harriot (1560−1621); mathematics and to disseminate the results of such re- Ivor Grattan-Guinness (Enfield College) on Literature search. and methodology in the history of mathematics. - to promote and develop for the public benefit, aware- ness, knowledge, study and teaching of the history of The ensuing discussion underlined the participants’ de- mathematics. sire for a society of this nature, and an interim committee - to promote the use of the history of mathematics at all was elected to draw up rules for the Society and convene levels in mathematics education in order to enhance a ‘foundation conference’ in about six months’ time. the teaching of mathematics for the public benefit. In spite of a couple of critical letters to the interim committee attacking the history of mathematics as a The first meetings credible academic discipline, this opening meeting duly The circumstances of the Society’s founding were de- took place at Thames Polytechnic on 17 December, with scribed by its first Secretary and later President, Dr John an audience of about forty people.
    [Show full text]
  • Historia Mathematica Article Booklet
    40tH HISTORIA MATHEMATICA FOUR DECADES OF EXCELLENCE IN THE HISTORY OF MATHEMATICS Editors in Chief thomas Archibald Simon Fraser University, British Columbia, Canada Niccolò Guicciardini Università degli Studi di Bergamo, Bargamo, Italy www.elsevier.com/locate/hm Historia Mathematica publishes historical scholarship on mathematics and its development in all cultures and time periods. In particular, the journal encourages informed studies on mathematicians and their work in historical context, on the histories of institutions and organizations supportive of the mathematical endeavor, on historiographical topics in the history of mathematics, and on the interrelations between mathematical ideas, science, and the broader culture. This volume celebrates the 40th anniversary of Historia by providing an anthology of some of the seminal papers published since 1973. CONTENTS: Introduction Doubling the cube: a new interpretation of its Archibald, T., Guicciardini, N. significance for early Greek geometry. Saito, K. (1995) the mathematical studies of G.W. Leibniz. on combinatorics. Knobloch, E. (1974) Branch points of algebraic functions and the beginnings of modern knot theory. Epple, M. (1995) Gauss as a geometer. Coxeter, H. S. M. (1977) L'intégration graphique des equations différentielles ordinaires. Investigations of an early Sumerian division problem, Tournès, D. (2003) c. 2500 B.C. Høyrup, J. (1982) the first Chinese translation of the last nine books of Euclid's elements and its source. On the transmission of geometry from Greek into Arabic. Xu, Y. (2005) Knorr, W. (1983) the Suàn shù shu , “Writings on reckoning": Changing canons of mathematical and physical rewriting the history of early Chinese mathematics intelligibility in the later 17th century.
    [Show full text]
  • Eberhard Knobloch Veröffentlichungen
    1 Eberhard Knobloch Veröffentlichungen Monographien 1973 Die mathematischen Studien von G.W. Leibniz zur Kombinatorik, Auf Grund fast ausschließlich handschriftlicher Aufzeichnungen dargelegt und kommentiert. Wiesbaden 1973. XVI + 277 S. (Studia Leibnitiana Supplementa Bd. 11). 1974 Beiträge zum Mathematikunterricht 1974. Vorträge auf der 8. Bundestagung für Didaktik der Mathematik vom 12. bis 15. März 1974 in Berlin. Hrsg. zusammen mit H. Meschkowski u. H. Schütz. Hannover 1974. 167 S. 1976 G.W. Leibniz. Ein Dialog zur Einführung in die Arithmetik und Algebra, nach der Originalhandschrift herausgegeben, übersetzt und kommentiert. Stuttgart - Bad Canstatt 1976. 208 S. Die mathematischen Studien von G.W. Leibniz zur Kombinatorik, Textband, im Anschluß an den gleichnamigen Abhandlungsband zum ersten Mal nach den Originalhandschriften herausgegeben. Wiesbaden 1976. II + 339 S. (Studia Leibnitiana Supplementa Bd. 16). 1980 Der Beginn der Determinantentheorie. Leibnizens nachgelassene Studien zum Determinantenkalkül. Textband im Zusammenhang mit dem gleichnamigen Abhandlungsband fast ausschließlich zum ersten Mal nach den Originalhandschriften. Hildesheim 1980. VII + 332 S. (arbor scientiarum Reihe B, Bd. 2). 1984 Zum Werk Leonhard Eulers, Vorträge des Euler-Kolloquiums im Mai 1983 in Berlin. Hrsg. zusammen mit I.S. Louhivaara u. J. Winkler. Basel - Boston - Stuttgart 1984. X + 238 S. Mariano Taccola. De rebus militaribus (De machinis, 1449). Mit dem vollständigen Faksimile der Pariser Handschrift hrsg., übersetzt und kommentiert. Baden-Baden 1984. 504 S. (Saecula spiritalia Bd. 11). 1989 Maß, Zahl und Gewicht, Mathematik als Schlüssel zu Weltverständnis und Weltbeherrschung (zus. mit M. Folkerts und K. Reich). Ausstellungskatalog der Herzog-August-Bibliothek Nr. 60. Wolfenbüttel 1989. 392 S. 1990 Gottfried Wilhelm Leibniz. Sämtliche Schriften und Briefe, hrsg.
    [Show full text]
  • Translators' Notes
    Translators’ Notes Citations from original sources –– mostly letters ––writteninGerman(in the orthography of the time) are reproduced here as is if the authors are one of the principal players, Euler and the Bernoullis, with the English translation immediately following within brackets. Otherwise, and also in cases of citations which have previously been translated into German, only the English translation is provided. A few factual changes which have occurred, or come to light, since the publication of the original text have been incorporated in this translation without special mention. Transliteration of Cyrillic characters follow the system used by the Li- brary of Congress (see, e. g., A. J. Lohwater, Russian-English Dictionary of the Mathematical Sciences, American Mathematical Society, Providence, RI, 1961, p. 1). 140 Notes Primary and secondary literature are cited in text and notes according to the following rules: 1. W o r k s of Leonhard Euler are quoted in the text normally with an abbreviated title (mostly translated into English), in the Notes according to the work edition included in the Bibliography of this book, which is arranged in four series, and of which, as of today, there exist 76 quarto volumes. Euler’s works are numbered according to the bibliography of G. Enestr¨om, to which we adhere, and are identified with the respective number, placed in front of the location of a work. For Opera omnia we use O., the series numbers are given in roman, and the volume numbers in arabic nu- merals. Example: E. 65: O.I,24 refers to Euler’s work Methodus inveniendi lineas curvas ...inVolume24ofthefirstseries,whichcarriestheEnestr¨om number 65.
    [Show full text]
  • The Oxford Handbook of Generality in Mathematics and the Sciences Ii Iii
    i THE OXFORD HANDBOOK OF GENERALITY IN MATHEMATICS AND THE SCIENCES ii iii The Oxford Handbook of Generality in Mathematics and the Sciences Edited by Karine Chemla Renaud Chorlay and David Rabouin Laboratoire SPHERE UMR 7219 (ex- REHSEIS), Université Paris 7— CNRS, Paris, France 1 iv 3 Great Clarendon Street, Oxford, OX2 6DP, United Kingdom Oxford University Press is a department of the University of Oxford. It furthers the University’s objective of excellence in research, scholarship, and education by publishing worldwide. Oxford is a registered trade mark of Oxford University Press in the UK and in certain other countries © Oxford University Press 2016 The moral rights of the authors have been asserted Impression: 1 All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted, in any form or by any means, without the prior permission in writing of Oxford University Press, or as expressly permitted by law, by licence or under terms agreed with the appropriate reprographics rights organization. Enquiries concerning reproduction outside the scope of the above should be sent to the Rights Department, Oxford University Press, at the address above You must not circulate this work in any other form and you must impose this same condition on any acquirer Published in the United States of America by Oxford University Press 198 Madison Avenue, New York, NY 10016, United States of America British Library Cataloguing in Publication Data Data available Library of Congress Control Number: 2016943983 ISBN 978– 0– 19– 877726– 7 Printed and bound by CPI Group (UK) Ltd, Croydon, CR0 4YY Oxford University Press makes no representation, express or implied, that the drug dosages in this book are correct.
    [Show full text]
  • Contributors
    � Contributors Graham Allan, late Reader in Mathematics, Henk Bos, Honorary Professor, Department of Science Studies, University of Cambridge Aarhus University; Professor Emeritus, Department of the spectrum [III.86] Mathematics, Utrecht University rené descartes [VI.11] Noga Alon, Baumritter Professor of Mathematics and Computer Science, Tel Aviv University Bodil Branner, Emeritus Professor, Department of Mathematics, extremal and probabilistic combinatorics [IV.19] Technical University of Denmark dynamics [IV.14] George Andrews, Evan Pugh Professor in the Department of Mathematics, The Pennsylvania State University Martin R. Bridson, Whitehead Professor of Pure Mathematics, srinivasa ramanujan [VI.82] University of Oxford geometric and combinatorial group theory [IV.10] Tom Archibald, Professor, Department of Mathematics, Simon Fraser University John P. Burgess, Professor of Philosophy, Princeton University analysis, mathematical and philosophical the development of rigor in mathematical analysis [II.5], [VII.12] charles hermite [VI.47] Kevin Buzzard, Professor of Pure Mathematics, Imperial College London Sir Michael Atiyah, Honorary Professor, L-functions [III.47], modular forms [III.59] School of Mathematics, University of Edinburgh william vallance douglas hodge [VI.90], Peter J. Cameron, Professor of Mathematics, advice to a young mathematician [VIII.6] Queen Mary, University of London designs [III.14], gödel’s theorem [V.15] David Aubin, Assistant Professor, Institut de Mathématiques de Jussieu Jean-Luc Chabert, Professor, Laboratoire
    [Show full text]