81. School Of Modern Languages At The University Of Southampton LC228 A/B, MEng (Euro) german 2 Stage 4/5. LC328 A/B, MEng (Euro) german 3Stage 5/6/7. LC326 A/B, german for Engineers and mathematicians 2/3. Italian. http://www.lang.soton.ac.uk/languagecentre/courses.htm

82. Www2.csa.iisc.ernet.in/~abhij/deutsch/ Similar pages HContest.htm along with the original german version in order to facilitate further translationsby mathematicians whose knowlege of german might otherwise prove inadequate. http://www2.csa.iisc.ernet.in/~abhij/deutsch/

83. Mathematicians Who Forget The Mistakes Of History (A.L.I.C.E. AI Foundation) historical paradox is easily explained by the fact that many loyal german Jews,who the story is that it makes you wonder how many mathematicians know their http://www.alicebot.org/articles/wallace/mathematicians.html

Promoting the adoption and development of Alicebot and AIML free software Mathematicians who forget the mistakes of history Dr. Richard S. Wallace a review of Engines of Logic by Martin Davis Norton, 2001 (Paperback, 257 pages) Martin Davis, one of the greatest living mathematicians and computer scientists, and one of the few academics supportive of my disability claim against NYU, has written a remarkable book. Taking a page from Turing's biographer, Andrew Hodges, another professional mathematician, Davis plunges into the most nonmathematical of subjects: history. When I last saw Martin Davis at NYU in 1995, he told me was working on a book about the history of logic. Around the same time, I attended a talk Davis gave at the New York Academy of Sciences. The subject was "Leibniz's Dream", also the title of this book's first chapter. Engines of Logic , originally published in hardcover under the title The Universal Machine , is the culmination of those efforts. Only one degree of separation takes us from Martin Davis to the generation of Einstein, Gödel, Turing, Mauchly, Eckert, Atanasoff, von Neumann, Church, Post and Ulam, many of whom the author met or knew personally. Martin Davis is both living history as well as writing it. He is the link between that generation and those of us working today on logic, artificial intelligence and "thinking machines."

84. History Of Astronomy: Persons: Sources Mathematics Biographies; Lebensdaten berühmter Mathematikerinnen und Mathematiker(in german); Biographies of Women mathematicians; Karl Weierstrass and other http://www.astro.uni-bonn.de/~pbrosche/persons/pers-sources.html

History of Astronomy Persons History of Astronomy: Persons: Sources Deutsche Fassung General questions Important Astronomers, their Instruments and Discoveries , by Paul M. Rybski Strange Cases from the Files of Astronomical Sociology by Kevin Krisciunas Astronomers and Women Scientists , by Ragbir Bhathal "In this paper I discuss two of my oral history projects: Australian Astronomers and Women in Australian Science." Awards and other honours Anna-Greta and Holger Crafoord Prize Arctowski Medal Benjamin Apthorp Gould Prize The Bruce Medalists ... Bruno Rossi Prize (Or see here George P. Merrill Award Henry Draper Medal Honorary membership of the Astronomische Gesellschaft ... Honoris Causa Doctors of Nicholas Copernicus University Among them many astronomers J. Lawrence Smith Medal James Craig Watson Medal Karl Schwarzschild Medal Lorimer Medallists of the Astronomical Society of Edinburgh Lunar features named after mathematicians The 35 Lunar Craters Named to Honor Jesuit Scientists More biographical data on astronomers The following documents contain more biographical material on astronomers. The information provided by these documents is rather short, and there are usually several persons included in each document. Therefore, these pages are not listed in the alphabetic files of

85. Mathematicians And Other Strange Beasts BanachTarski Paradox In 1924, two Polish mathematicians, Stefan Banach and Cantor,Georg german mathematician who first examined the notion of infinities http://math.bu.edu/INDIVIDUAL/jeffs/mathematicians.html

Mathematicians and Other Oddities of Nature Banach-Tarski Paradox : In 1924, two Polish mathematicians, Stefan Banach and Alfred Tarski, proved a rather peculiar result: you could decompose a sphere (or any polyhedral figure) into a finite number of pieces, then from those pieces, reconstruct a similar sphere of larger volume. Since this would imply that all volumes are the same, this upset a number of people. Cantor, Georg : German mathematician who first examined the notion of infinities and showed that not all infinities are equal: some are more equal then others. Cardano, Giralamo : Italian mathematician, best known for his Ars Magna , a compendium of algebra published in 1545 (right on the heels of Vesalius De Fabrica Corporis Humanis and Copernicus' De Revolutionibus : the 1540s were a banner decade for scientific advance.) Cardano is best known for having published in Ars Magna Niccolo Tartaglia's rule for solving cubic equations , much to Tartaglia's annoyance. (Cardano gave Tartaglia full credit, though not very loudly...in those days, practitioners of mathematics got their fame by being able to solve problems no one else could, and if every Tomas, Riccardo, and Enrico could solve a cubic, Niccolo's reputation would be worthless). Tartaglia spent the rest of his life trying to discredit Cardano. Cubic Equations Galois and Abel were able to show that solutions to the fifth or higher degree equations were impossible. Solving the cubic was fraught with

86. Mathematicians - Emmy Noether In 1919, after the german empire broke up, Noether's thesis was accepted and she Shesoon was famous in the world of mathematicians, and students from all over http://ch172.thinkquest.hostcenter.ch/mathematicians8.html

Intro Leonhard Euler Pierre de Fermat Carl Friedrich Gauss ... Isaac Newton Emmy Noether Pythagoras of Samos Bertrand Russell Mandelbrot and Sierpinski Game ... Mathematicians Emmy Noether Emmy Noether was one of the most influencial algebraicians of the 20th century. She was born in Germany as the daughter of a wealthy Jewish family. Even though her father was a math professor, she attended a girls college that taught mainly languages and home economics. Afterwards she earned a degree in teaching English and French. Only now she decided to study at a university. At that time it still was a big deal for a woman to attend a university; in her class, out of 1000 students, only two were female and she was the only one to study sciences. Since she was a woman, she couldn't hand in her thesis. A professor let her lecture as his "assistant" and she soon collected a group of students around her. They talked about mathematical problems and she helped them with their dissertations, even before she could get her own Ph.D. In 1919, after the German empire broke up, Noether's thesis was accepted and she got her first job as a professor, though unpaid for the first year. Later she got paid a minimal wage. She soon was famous in the world of mathematicians, and students from all over the world came to study with her because she was known to be of great help. She once wrote about herself:

87. Abstracts Of Papers - DVT 01:2 departments. The article shows that many significant Austrian and germanmathematicians worked at Brno german Technical University. Many http://dvt.hyperlink.cz/abstr012.htm

Journal and Web of Society for History of Sciences and Technology, Prague ABSTRACTS OF PAPERS Archives of Paper´s Abstracts (Revised by Catherine Albrecht) Dejiny ved a techniky, No. 2, Vol. XXXIV (2001) Pavel SISMA MATHEMATICIANS AT THE BRNO GERMAN TECHNICAL UNIVERSITY (Matematici na nemecké technice v Brne) The aim of this article is to describe the development of mathematical education at Brno German Technical University throughout its existence. The first part is devoted to the history of Brno German Technical University and deals with the most important events in the development of the school. The second part describes the professoriate of the Department of Mathematics, and the third part is devoted to the Department of Descriptive Geometry. The last part describes mathematicians who were assistants in these three departments. The article shows that many significant Austrian and German mathematicians worked at Brno German Technical University. Many of them started their professional careers in Brno and then went on to more important universities in Austria and Germany. Apart from these, there were also other mathematicians who devoted their entire lives to the work in Brno and whose names are today almost forgotten even by historians of mathematics. Alfred HYNA BEGINNINGS OF TECHNICAL UNIVERSITY EDUCATION IN PLZEN (PILSEN) (Vznik a pocátecní kroky vysokého skolství technického v Plzni) The article, based on the study of archival resources, deals with the early history of the Institute of Technology (IT) in Pilsen which was founded to train mechanical and electrical engineers. The first part discusses circumstances surrounding the establishment of the IT, including contemporaneous ideas to found a university in Pilsen. In 1949 the Institute was created as a detached Faculty of the Czech Technical University in Prague. The second part of the article describes the development of the IT from an independent faculty with its own dean to a university with its own rector in October 1953. The article presents data on the subjects of teaching, professorial board, numbers of students, and so on. It also characterizes the influence of the totalitarian Communist regime on the university. The article closes with the division of the IT into the Faculties of Mechanical Engineering and Electrical Engineering in 1960.

88. Other Job Agents For Mathematicians Other Job Agents for mathematicians. http://www.mathematik.tu-muenchen.de/web/jobs/anderjob/index.en.shtml

Zentrum Mathematik Other Job Agents for Mathematicians DMV (German Mathematical Society), Job offers for Mathematicians Euro-Math-Job Science-Jobs-de Career Opportunities from ACM Mathematical Sciences Career Information from AMS (with MAA and SIAM) Offers from the field of Computer Algebra Jobs.ac.uk math-jobs.com Konrad-Zuse-Center for Scientific Computing (Berlin) ... European Patent office Please direct your comments or questions concerning our web pages by e-mail to Hint: For optimal display of this page you should activate style sheets in your browser and then reload this page. Hint: It appears that your browser does not support JavaScript, or you have it disabled. This site is best viewed with JavaScript enabled. If JavaScript is disabled in your browser, please turn it back on then reload this page. This does not make any difference for the content of the page. M. Kaplan / 07 Feb 2002

89. PERSONA MATHEMATICA (Member Search Engine) Translate this page Please excuse the unconvenient navigation for userswithout frame capable browsers. Search Engine. http://www.mi.uni-koeln.de/Math-Net/members/GlobMemBroker.html

Please excuse the unconvenient navigation for users without frame capable browsers. [Search Engine]

90. Biography Of Riemann During his stay in Berlin, Riemann studied under some of the greatest Germanmathematicians of his time, including Jacobi, Steiner, and Einstein. http://www.andrews.edu/~hurlow/bioRiema.html

Back to the Table of Contents Biographies of Mathematicians - Riemann Early Life Georg Friedrich Bernhard Riemann was born on September 17, 1826 in Breselenz, Germany to Georg Fredrich Bernhard Riemann and Charlotte Ebell. Georg was a quit child who had a terrible fear of public speaking, but he was bright and loved to solve puzzles. He grew up in the home of a pastor during a time of poverty. Along with his four siblings, he fought hunger and malnutrition. But despite all these problems, his family was close. Education , which means Over hypotheses which Geometry to reason are situated At this time Riemann was suffering from a case of tuberculosis. But Riemann pressed on and spent his time traveling between Germany and Italy while fighting to get better. Riemann lost his fight and died in Selasca, Italy on July 20, 1866. Other Mathematical Achievements Riemann worked with a number of functions, developed a tensor, and develped a few theorems. His work had a big effect on the developement of theoretical physics, and he did some work in the field of topology. Non-Euclidean Geometry Riemann Hypothesis The Riemann zeta function is as follows: Riemann's Moduli Problem Find an analytic parameterization of the compact Riemann Surfaces in a fixed Homomorphism class. The Ahlors-Bers Theorem proved that Riemann's Moduli Space gives the solution.

91. Math & CS Library-Location, Plan, History... Felix Klein who died in 1925 was one of the most important, famous Germanmathematicians of the late 19th century and beginning of the 20th. http://www.ma.huji.ac.il/~library/history.htm

The Hebrew University of Jerusalem Mathematics and Computer Science Library Home Information Description Circulation Classification Serials E-Journals ... Web Catalog Library Description Library's location and plan General information Library's history Library Directors Library Photographs Main reading hall Layout Library's location and plan How to reach us : Map of the Edmond J. Safra campus, Givat-Ram and directions to the Einstein Institute of Mathematics The library is located on the first and second floors in the Manchester House, Einstein Institute of Mathematics in the Edmond J. Safra campus, Givat-Ram. [ photographs The entrance to the library is on the second floor. Its main reading hall [ Layout photographs ] is an impressive piece of architecture, with high ceiling and wood panels. A portrait of Albert Einstein (1924) [ photograph ] by the famous Russian impressionist Leonid Pasternak (1862-1945, father of the writer Boris Pasternak) hangs on the wall above the entrance. A bronze bust of Albert Einstein (1933) [ photograph ], by the English sculptor Sir Jacob Epstein (1880-1959), stands near the entrance.

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