61. JAMI Is Rapidly Developing An International Reputation, Both As A In the second and third years the activities of JAMI have attracted the attentionof european mathematicians and, consequently, the conference has attained an http://mathnt.mat.jhu.edu/jami/programs.htm

JAMI is rapidly developing an international reputation, both as a mathematical center and as a focus for mathematical contact between Japan and the United States. The academic year Inaugural Conference (May 16-19, 1988) First Year Algebraic Analysis Second Year Algebraic K-Theory and Number Theory Third Year Complex Analysis and Algebraic Geometry Fourth Year Algebraic Topology and Conformal Field Theory Fifth Year Zeta Functions in Geometry and Number Theory Sixth Year Non-linear Elliptic and Parabolic Equations and Applications Seventh Year Linear and Non-linear Scattering Eighth Year Birational Geometry Ninth Year Elliptic Curves and their Applications ... Shimura Varieties and Automorphic Forms Fourteenth Year (2001-2002) Quantum Geometry in Dimensions 2 and 4 Fifteenth Year (2002-2003) January and March 6-16 Primes and Knots Sixteenth Year (2003-2004) Asymptotic and Effective Results in Complex Geometry

62. Ftp.fi.muni.cz/pub/muni.cz/EMIS/statutes?N=A to society, foster the interaction between mathematicians of different countries,establish a sense of identity amongst european mathematicians, and represent http://ftp.fi.muni.cz/pub/muni.cz/EMIS/statutes?N=A

63. Why Math Is Insane - A Proof Of What You've Always Suspected Later european mathematicians, familiar no doubt with debt and the possibilityof negative net worth, had no such scruples. Negative numbers were born. http://www.angelfire.com/or2/mathtutor/pie-eyed.html

64. Redirect Message From Muslim Scientists And Islamic Civilization MUSLIM SCIENTISTS, mathematicians AND ASTRONOMERS Before european Renaissance,700 1500 CE. This page has moved to new location http//cyberistan.org/. http://users.erols.com/zenithco/

MUSLIM SCIENTISTS, MATHEMATICIANS AND ASTRONOMERS Before European Renaissance, 700 - 1500 C.E. This page has moved to new location: http://cyberistan.org/ Please bookmark new URL.

65. ALHAMBRA 2000 Conference A meeting between mathematicians from every europeanArabic culture. Granada, Spain; 3-7 July 2000. http://www.ugr.es/~alhambra2000/

66. Activities Of The European Mathematical Society be a forum for discussion of the relationship between mathematics and society inEurope; to enhance cooperation among mathematicians from all european countries http://www.emis.famaf.unc.edu.ar/AboutEMS.html

Activities of the EMS (European Mathematical Society) Diderot Mathematical Forums A cycle of conferences, called Diderot Mathematical Forum features one conference every other year (formerly every year) which takes place simultaneously in three European cities exchanging information by telecommunication. Each cycle addresses three different aspects of mathematics: fundamental mathematics, the application of mathematics and the relation of both to society. Newsletter of the EMS. Four times a year, a Newsletter is sent to all members. It contains information about the Society, announcements of conferences, book reviews, a problem corner and articles of general interest. European Congresses of Mathematics Every four years, the EMS organizes a European Congress. The purpose of this major event is threefold: to present various new aspects of pure and applied mathematics to a wide audience; to be a forum for discussion of the relationship between mathematics and society in Europe; to enhance cooperation among mathematicians from all European countries. EMS Summer Schools In order to promote the interaction of young mathematicians, the EMS organizes two summer schools a year, one in mathematics and one in applications of mathematics. These are intended to bring together about a hundred predoctoral students to attend advanced courses and to exchange their research experiences.

67. ECMI Homepage To promote the use of mathematical models in industry. Conferences, study groups, publications, special Category Science Math Organizations...... and research groups in industry, the european Consortium for Mathematics in Industry(ECMI) was founded in 1986 by mathematicians from ten european universities http://www.ecmi.dk/

This page is permanently under construction. Send comments to M.Brons@mat.dtu.dk The European Consortium for Mathematics in Industry Realizing the need of interaction between universities and research groups in industry, the European Consortium for Mathematics in Industry (ECMI) was founded in 1986 by mathematicians from ten European universities. The aims of ECMI are To promote the use of mathematical models in industry. To educate industrial mathematicians to meet the growing demand for such experts. To operate on a European Scale. Upcoming events: The 47th Study Group Mathematics with Industry, Sønderborg, Denmark, 24-29 August 2003 The 13th European Conference on Mathematics for Industry, 21-25 June 2004, Eindhoven, The Netherlands Further information: ECMI newsletter Read the ECMI brochure The ECMI Postgraduate Programme for Mathematics in Industry Participating University Departments The ECMI research network Differential Equations in Industry and Commerce The ECMI Special Interest Groups on research in industrial mathematics How to join ECMI The organisation of ECMI ECMI publications with Springer Verlag Mail the ECMI secretariat ecmi@indmath.uni-linz.ac.at

68. ThinkQuest Library Of Entries That's why the two countries contributed to the development of the european middleages mathematics. ¡Ý Indian Mathematics Greek mathematicians were good http://library.thinkquest.org/22584/emh1300.htm

Welcome to the ThinkQuest Internet Challenge of Entries The web site you have requested, Mathematics History , is one of over 4000 student created entries in our Library. Before using our Library, please be sure that you have read and agreed to our To learn more about ThinkQuest. You can browse other ThinkQuest Library Entries To proceed to Mathematics History click here Back to the Previous Page The Site you have Requested ... Mathematics History click here to view this site A ThinkQuest Internet Challenge 1998 Entry Click image for the Site Languages : Site Desciption An extensive history of mathematics is at your fingertips, from Babylonian cuneiforms to advances in Egyptian geometry, from Mayan numbers to contemporary theories of axiomatical mathematics. You will find it all here. Biographical information about a number of important mathematicians is included at this excellent site. Students Hyun-jin Jae-yun Hwang(Seoul Yo Sang) Korea, South Kyung-sun Jae-yun Hwang(Seoul Yo Sang) Korea, South So-young Jae-yun Hwang(Seoul Yo Sang) Korea, South

69. * Napier and Logarithms; Galileo, Kepler, Desargues, and other early europeanmathematicians. european and British mathematicians of the 17th century. http://www.math.ua.edu/~bgray/ma504hom2.htm

Department of Mathematics Course Syllabus - Math 504 History of Mathematics II TEXT Howard Eves, An Introduction to the History of Mathematics, 6th Edition, Saunders College Publishing This course covers the history of mathematics from the seventeenth century to the present. The course emphasizes both the history and understanding of the mathematics involved The Dawn of Modern Mathematics Napier and Logarithms; Galileo, Kepler, Desargues, and other early European Mathematicians. Descartes and analytic geometry. European and British mathematicians of the 17th century. Greek contributions to the development of calculus; the beginnings of calculus in Europe; Newton and Leibniz and the development of calculus. The 18th century and the exploitation of calculus; DeMoivre, Taylor, Maclaurin, Euler, Lagrange, Laplace, Legendre, and other 18th century mathematicians. The early 19th century; Gauss, Fourier, Poisson, Bolzano, Cauchy, Abel, Galois, Jacobi, Dirichlet, and other early 19th century mathematicians. The folks in this course will divide themselves up into groups, and the groups will then be given assignments consisting of certain sections from the text. The groups will present these assignments to the entire class. GRADING WILL BE BASED SOLELY ON THE GROUP ASSIGNMENTS; NO TESTS WILL BE GIVEN.

70. EUROPEAN STUDY GROUP With Industry also have the goal that it will establish closer ties between Danish Industry andDanish mathematicians. Links to previous and upcoming european Study Groups http://www.mat.dtu.dk/ESGI/

EUROPEAN STUDY GROUP with INDUSTRY A Study Group is a forum where academic mathematicians work on problems directly related to industry. Workshops of this nature have taken place in Great Britain for a number of years, going back to 1963 when Prof. Alan Tayler started the Oxford Study Group with Industry . The coordination of Study Groups is now in the hands of European Consortium for Mathematics in Industry (ECMI), and the name is currently European Study Group with Industry (ESGI). At a meeting in 1997 of the ECMI Council it was decided that Study Groups should also be held outside Great Britain, and the first one of those was ESGI32 in Lyngby, Denmark. The format of a Study Group is a week long meeting (Monday - Friday) where a number of companies on the first day of the meeting each present a research problem they believe to be of a mathematical nature. Each such problem is taken up by a group of mathematicians who, together with the company representative, work towards the solution of the problem, through Thursday afternoon. Friday is used to present in a plenary session the results from each of the problem groups. At the latest two months after the meeting, a final report on the results of all the groups is sent out to all participants.

71. 32ND EUROPEAN STUDY GROUP, Second Announcement What is a european Study Group with Industry? A Study Group is a forum whereacademic mathematicians work on problems directly related to industry. http://www.mat.dtu.dk/ESGI32/second-announcement-uk.html

. There exist postscript versions of this document , and of the registration form Second Announcement 32ND EUROPEAN STUDY GROUP with INDUSTRY Technical University of Denmark 31 August - 4 September 1998 What is a European Study Group with Industry? A Study Group is a forum where academic mathematicians work on problems directly related to industry. Workshops of this nature have taken place in Great Britain for a number of years, going back to 1963 when Prof. Alan Tayler started the Oxford Study Group with Industry . The coordination of Study Groups is now in the hands of European Consortium for Mathematics in Industry (ECMI), and the name is currently European Study Group with Industry (ESGI). At a recent meeting of the ECMI Council it was decided that Study Groups should also be held outside Great Britain, and the first one in Scandinavia is to be held in Denmark. The format of a Study Group is a week long meeting (Monday - Friday) where a number of companies on the first day of the meeting each present a research problem they believe to be of a mathematical nature. Each such problem is taken up by a group of mathematicians who, together with the company representative, work towards the solution of the problem, through Thursday afternoon. Friday is used to present in a plenary session the results from each of the problem groups. At the latest two months after the meeting, a final report on the results of all the groups is sent out to all participants.

72. EUROPEAN PHYSICAL SOCIETY european Physical Society. INFORMATION SOURCES NATIONAL PHYSICAL SOCIETIES. CzechRepublic Physics Section, Union of Czech mathematicians and Physicists. http://www.nikhef.nl/pub/eps/europa.html

European Physical Society Albania Albanian Physical Society Armenia Armenian Physical Society Austria Austrian Physical Society Belgium Belgian Physical Society Belarus Belorussian Physical Society Bulgaria Union of Physicists in Bulgaria Croatia Croatian Physical Society Czech Republic Physics Section, Union of Czech Mathematicians and Physicists Denmark Danish Physical Society Estonia Estonian Physical Society Finland Finnish Physical Society France French Physical Society Universities and Grand Ecoles Information German Federal Republic German Physical Society Greece Hellenic Physical Society Hungary Iceland Icelandic Physical Society Ireland Royal Irish Academy Israel Israel Physical Society Italy Italian Physical Society Latvia Latvian Physical Society Lithuania Lithuanian Physical Society Macedonia Society of Physicists of the Republic of Macedonia The Netherlands The Netherlands' Physical Society Norway Norwegian Physical Society Poland Polish Physical Society Portugal Portuguese Physical Society Romania Romanian Physical Society Federal Republic of Russia Department of General Physics and Astronomy Russian Academy of Sciences

73. European Mathematical Database by the mathematicians themselves (more than 5.000 mathematicians also contributeabout 55.000 reviews per year for the database MATH). european Extension of http://www.math.u-psud.fr/ZMATH/en/bdem.html

Zentralblatt MATH Database Some comments on the transformation of the database Zentralblatt MATH to a European infrastructure and on the French-German cooperation in this perspective Cellule MathDoc, July 1997 (revised) The Databases in Mathematics The documentation plays an important and outstanding role in the work environnement of mathematicians. It is his essential work utility. This is the reason for that the access to specialized information is decisive in mathematics. The number of research articles in mathematics, which appear each year has grown from less than 1.000 in 1870 to approximately 60.000 in 1996. This explosion of documents is due to the increase of the number of mathematicians all over the world , following the growing impact of mathematics in the different fields of sciences (physics, biology, etc.) and economics (top industries, aerospace branch for exemple). It is easy to understand that the databases have central position today: They have got an structuring role in the developement of utilities for orientation and analysis. The MR are produced by the American Mathematical Society (AMS) and are also available in printed form, as CD-ROM and online.

74. Aber News Online UWA1/01 Aberystwyth mathematicians make better mayonnaise and chocolate Some ofthe largest names in european Industry will soon be turning to the Department http://www.aber.ac.uk/aberonline/uwa101.html

Britain's first degree in Water Science launched New on-line route into teaching for linguists UN climate change conference warned on northern reforestation Edward Bouverie Hoyton works acquired ... Cracking the tomato code Contact details: Arthur Dafis Telephone: 01970 621763 Email: aid@aber.ac.uk Tuesday 6 February, 2001 Aberystwyth mathematicians make better mayonnaise and chocolate Some of the largest names in European Industry will soon be turning to the Department of Mathematics at the University of Wales, Aberystwyth for highly trained industrial process engineers and scientists, following the funding of a 5 year post graduate training programme by the Engineering and Physical Sciences Research Council (EPSRC). The grant, worth £425,000, will provide a total of 30 places for students to study for the new Masters in Complex Fluids: Modelling, Simulation and Industrial Applications. The course is run by the Applied Mathematics Group at Aberystwyth which is recognized for having achieved the highest international standards of excellence in the study of complex fluids, and graded 5 in last two Research Assessment Exercises. Students will acquire a thorough understanding of the properties and behaviour of complex fluids in scientific and industrial flow applications, skills that are essential in many areas of science and engineering, especially with the plethora of new materials being designed, produced and processed today.

75. BUBL LINK / 5:15 Internet Resources: History Of Mathematics Subjects history of mathematics, mathematicians DeweyClass 510 ResourceType documentLocation uk Last checked 19991205 european Mathematical Information http://bubl.ac.uk/link/h/historyofmathematics.htm

BUBL LINK / 5:15 Catalogue of Internet Resources Home Search Subject Menus A-Z ... About History of mathematics A-Z Index Titles Descriptions ARCHIMEDES British Society for the History of Mathematics Chronology of Mathematicians European Mathematical Information Service ... MacTutor History of Mathematics Archive Page last updated: 04 July 2002 Comments: bubl@bubl.ac.uk ARCHIMEDES Collection of materials relating to the mathematician Archimedes, covering Archimedean Solids, Spheres and Planetaria, Coins of Syracuse and the Archimedes Crater. Author: Chris Rorres, Drexel University Subjects: history of mathematics DeweyClass: ResourceType: documents Location: usa Last checked: British Society for the History of Mathematics The society promotes research into the history of mathematics, for use in mathematics education. Author: British Society for the History of Mathematics Subjects: history of mathematics, mathematics societies DeweyClass: ResourceType: institution Location: uk Last checked: Chronology of Mathematicians Chronology of mathematicians covering the period from 650 BC to 1960. Author: University of St Andrews Subjects: history of mathematics, mathematicians

76. A Review Of The Book ``L'Europe Mathematique" mathematics. And, as (european) women mathematicians, our history isintimately linked to the social history of (european) mathematics. http://www.risc.uni-linz.ac.at/misc-info/ewm/newsletter/news4/main/node17.html

Next: Equal opportunitiesAffirmative actions, Up: OTHER NEWS Previous: Visiting Chicago A review of the book ``L'Europe Mathematique" We start this review by quoting Catherine Goldstein and Jim Ritter in their article of introduction to ``L'Europe Mathematique", Editions de la Maison des sciences de l'homme, Paris 1996. One of the goals of the book is to explain why this story is false, and how accepting it as truth has affected (and impoverished) european mathematics. And such a goal is precisely one of the reasons why I thought of reviewing this book for the newsletter of EWM. Because in the course of analyzing this story and the construction of the mathematical Europe, the twenty three authors of the book place us in front of twenty three different ways of approaching what we could call the social history of european mathematics. And, as (european) women mathematicians, our history is intimately linked to the social history of (european) mathematics. As Laura Fainsilber humorously points out during her interview in the video just recently produced about EWM, one of the responses we, women mathematicians, most often get when our profession comes out in the course of a conversation is: ``You do not look like a mathematician!" What does a mathematician look like? Or, more precisely, what is a mathematician expected to look like? Where does that expectation come from? Does it respond to a real situation? Is this the only expectation held about mathematics? Is there ``a" way of being a mathematician? Is there ``a" way of doing mathematics? Is there ``a" mathematics?

77. V International Conference Of Women-Mathematicians ``MATHEMATICS. ECONOMICS.'' ON MODULI Up ANNOUNCEMENTS OF FORTHCOMING MEETINGS Previous european WOMEN INMATHEMATICS. V International Conference of Womenmathematicians ``MATHEMATICS. http://www.risc.uni-linz.ac.at/misc-info/ewm/newsletter/news4/main/node10.html

Next: EWM WORKSHOP ON MODULI Up: ANNOUNCEMENTS OF FORTHCOMING MEETINGS Previous: EUROPEAN WOMEN IN MATHEMATICS V International Conference of Women-Mathematicians ``MATHEMATICS. ECONOMICS.'' The foundation meeting of Russian women mathematicians held on May 25, 1993 in Souzdal has established the Association of Russian Women in Mathematics. The Association has been created aiming to render informational, consulting, and social support for women who have chosen mathematics as the sphere of their scientific activity. The International Congresses of Women Mathematicians were held under the auspices of UNESCO in Puschino (June, 1994) and Voronezh (June, 1995). The Russian Associations ``Women-Mathematicians" and ``Women in Science and Education", Rostov-on-Don State University and Studing Center ``ZNANIYE" propose to hold the fifth International Conference of Women-Mathematics, entitled ``Mathematics. Economics.", May 27-31, 1997. SCIENTIFIC COMMITTEE: G. Riznichenko (Russia), I. Melnikova (Ekaterinburg), D. Cherniavskiy (Moscow), I. Bugojan (Rostov-on-Don), V. Kuznetsova (Jaroslavl), I. Gudovich (Voronezh), I. Emeijanova (N.Novgorod), G. Kiotina (Rjazan), N. Merlina (Cheboksari), Colette Guillope (France), Maria Angelica Garriso (Argentina), Milanka Popovich (Yugoslavia), Carlos Leguizamon (Argentina), Fabio Milner (USA). ORGANIZING COMMITTEE: G.Riznichenko - President of Assosiation of ``Women in Science and Education", Prof. Moscow State University. I. Emelyanova - President of Assosiation of ``Women-mathematicians", Prof. of N-Novgorod State University. A. Belokon, Prof.,President of Rostov-on-Don State University, V. Novikov, Prof. of RSU RT, dir. of Studing Center ``ZNANIYE" B. Vaculov, Prof. RSU, chairman of const. deputy commission of city parliament of Rostov-on-Don. I. Bugojan, Prof., chief of Economic Department of North Caucasus Academy of State Service. J. Erusalimsky, Prof., chief of Math Dept. of Rostov-on-Don State University. L. Novikova, Prof. of RSU, Rostov-on-Don. U. Nalbandian, Rostov-on-Don. T. Plusnina, Moscow, G.Lebedeva, Moscow.

78. 43rd EUROPEAN STUDY GROUP WITH INDUSTRY ESGI (european Study Group with Industry) is Europe's leading workshop bringingtogether academic mathematicians and industrial and commercial companies. http://www.lancs.ac.uk/depts/physics/conf/esgi/

43rd EUROPEAN STUDY GROUP WITH INDUSTRY nd th April, 2002. Lancaster University GENERAL INFORMATION ESGI (European Study Group with Industry) is Europe's leading workshop bringing together academic mathematicians and industrial and commercial companies. These week-long workshops have been held annually since 1968 and were previously known as the Oxford Study Groups with Industry, where leading mathematicians were attracted to work on industrial problems. The problems were in areas such as heat and mass transfer, fluid flow, granular materials, electromagnetic fields, financial mathematics and option trading and other processes amenable to modelling using continuum mechanics. But in principle there are no limitations on the types of problems that can be addressed or the types of mathematics which can be used in these workshops. All those interested in mathematical modelling and the solution of current real-world problems are invited to participate. It offers a unique opportunity for industrialists to work face to face with established applied mathematicians on challenging industrial and commercial problems. In the past links have been forged leading to many long-term collaborations. Currently the Study Groups are coordinated by the Smith Institute for Industrial Mathematics and System Engineering under a Faraday Partnership with support from the Department of Trade and Industry (DTI). In addition, Lancaster University will receive major support for ESGI from the

79. European Cultural Digest by Guy Thornton. mathematicians the world over have been turning their headsinside out to prove Fermat's Last Theorem, put forward in the 17th century. http://www.european-digest.com/ecd01/docs/digest18.htm

From Fermat to Beal, a mathematical mystery remains unsolved by Guy Thornton Mathematicians the world over have been turning their heads inside out to prove Fermat's Last Theorem, put forward in the 17th century. Now there is a $50,000 prize up for grabs for the successful solution to Beal's Problem, a further conjecture on the same head-scratcher. But the chances of proving the equations of Beal appear to be slim, even with today's high technology. Number crunchers, human and computerised, are going round in circles in a quest for what could be the impossible. S o you find mathematics stuffy, boring and dusty. Right? Wrong, think this and it's more than likely the result of the brief and relatively superficial association you had with maths at school. Learning tables by wrote, grappling with algebra and logarithms. Mathematicians then, insular, single-minded, introverted, anti-social loners? Wrong again. Practically all mathematicians make their living working alongside other academics at colleges and universities, or even in corporate enterprises. Generally, mathematics has been done in collaboration; interaction with colleagues is essential, even if the subject is pure, esoteric research. Mathematicians are human beings with lives just like the rest of us. Don't get me wrong. Maths can have its dull moments, but it is full of mysteries and quests. The attraction of the prime number, not just a theoretical abstraction, but essential for code-making and code-breaking. The magic of number theory. And for 300 years, the Holy Grail of number theory was Fermat's Last Theorem.

80. Euro-Math-Job Vacant academic positions in european departments of Mathematics and Statistics.Category Science Math Employment...... european Mathematical Society. AT Bosnian Mathematical Society, BA Belgian MathematicalSociety, BE Union of Bulgarian mathematicians, BG Belarussian http://www.maths.lth.se/nordic/Euro-Math-Job.html

Euro-Math-Job Vacant Academic Positions in the European Departments of Mathematics and Statistics offered by the European Mathematical Society Established on the 9th of April 1997 [ version 1.037, 7 January 2003 ] This is a web page collecting links to job pages around Europe set up and maintained by the various member societies of the EMS. New entries can be registered by sending an email to the editor: Sigmundur.Gudmundsson@math.lu.se Member Societies of the EMS Österreichische Mathematische Gesellschaft , AT Bosnian Mathematical Society, BA Belgian Mathematical Society , BE Union of Bulgarian Mathematicians, BG Belarussian Mathematical Society, BY Swiss Mathematical Society Deutsche Mathematiker-Vereinigung , DE Gesellschaft für Angewandte Mathematik und Mechanik, DE Dansk Matematisk Forening , DK Estonian Mathematical Society, EE Societat Catalana de Matemàtiques, ES Real Sociedad Matemática Española , ES Sociedad Espanola de Matematica Aplicade (SEMA), ES Suomen Matemaatinen Yhdistys , FI , FR Société Mathématique de France , FR Georgian Mathematical Union, GE Hellenic Mathematical Society , GR Hrvatsko matematicko drustvo, HR János Bolyai Mathematical Society, HU Irish Mathematical Society , IE Israel Mathematical Union, IL Íslenska stærðfræðafélagið , IS Unione Matematica Italiana , IT Latvian Mathematical Society, LV Lithuanian Mathematical Society, LT Luxembourg Mathematical Society , LU Moldovian Academy of Sciences, MD Macedonian Society Assoc. Math./Comp. Science, MK Wiskundig Genootschap, NL

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