Wirtinger Wilhelm Wirtinger. Born Wilhelm Wirtinger was born in Ybbs, a townon the Danube about half way between Vienna and Linz. Wirtinger http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Wirtinger.html
Extractions: Wilhelm Wirtinger was born in Ybbs, a town on the Danube about half way between Vienna and Linz. Wirtinger studied at the University of Vienna, and it was from that University that he received his doctorate in 1887 and his habilitation in 1890. However, the largest influence on the direction of his research came from Klein In 1895 Wirtinger was promoted to a chair at Vienna then, later the same year, he accepted a chair at the University of Innsbruck. Wirtinger returned to a chair at the University of Vienna in 1905. In 1896 Wirtinger published a work of major importance on the general theta function. In this work Wirtinger combined ideas from Riemann 's function theory with ideas from Klein Caratheodory writes in [1]:- However, Wirtinger was not a specialist who only worked on one problem and did not have a sense for the essentials of science. In his lectures he always stressed the historical context and had a remarkable interest in the philosophical basis of mathematics. He was economical with his publications, but every single paper - even if only a few pages long - does not only contain surprising thought of exceptional beauty but also proof that he could combine his perfect geometrical insight with his rare skill of mastering the mathematical symbolism.
Editions Jacques Gabay - Wilhelm WIRTINGER Translate this page Wilhelm WIRTINGER. Wilhelm WIRTINGER. Au catalogue des Editions JacquesGabay MOLK ENCYCLOPEDIE DES SCIENCES MATHEMATIQUES PURES http://www.gabay.com/sources/Liste_Bio.asp?NP=WIRTINGER Wilhelm
Editions Jacques Gabay - Index Des Auteurs Translate this page WALDSCHMIDT Michel. WALLERANT Frédéric. WANGERIN A. WARUSFEL André. WEBERE. von. WEBER Heinrich. WEIL J. WIECHERT E. wirtinger wilhelm. WIRTZ CW. WOLFFM. http://www.gabay.com/sources/Liste_Auteurs.asp?Lettre=W
NACHRUFE Translate this page J. 1965, 192 Winkler Hans (Wilhelm Ruhland) J. 1944/48, 266 Winstein Saul (RolfHuisgen) J. 1970, 232 wirtinger wilhelm (Constantin Carathéodory) J. 1944/48 http://www.badw.de/beckverz/akpub16.htm
Wirtinger, Wilhelm wilhelm wirtinger. Foto, 1924. wirtinger, wilhelm, * 19. 7. 1865 Ybbs a. http://www.aeiou.at/aeiou.encyclop.w/w809593.htm
Extractions: Wirtinger, Wilhelm, * 19. 7. 1865 Ybbs an der Donau ( ebenda besonders mit der algebraischen Funktionstheorie; 1892 Assistent an der Technischen allgemeinen Akademie Professor in Innsbruck, 1903-35 in Wien. mathematischen Wissenschaft Literatur: A. Dick und Wirtinger Ausstellungskatalog , Ybbs an der Donau 1986. Hinweise zum Lexikon Suche nach hierher verweisenden Seiten
Biography-center - Letter W (1902 / Nachträge) Noether, Max / wirtinger, wilhelm. Roch, Gustav. De theoremate quodam circa functiones Abelianas. http://www.biography-center.com/w.html
Extractions: random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish 457 biographies Waals, Johannes Diderik van der
Korrespondenz (1918,1920 5); Wirth, wilhelm (1914 1); wirtinger, wilhelm (1904-1911 7 http://www.austrian-philosophy.at/hoefler_korrespondenz.html
Extractions: Korrespondenz Alois Höfler Vorläufiges Grobverzeichnis. Der Gesamtumfang der Korrespondenz beträgt ungefähr 5400 Dokumente. Die Detailaufnahme der einzelnen Korrespondenzstücke ist gegenwärtig noch nicht abgeschlossen. Im folgenden sind die Korrespondenzpartner alphabetisch aufgeführt, in Klammer die Jahresangabe und die Anzahl der Korrespondenzstücke des jeweiligen Autors. A: B: C: D: ... Z: A: B: Zurück zum Beginn C: Zurück zum Beginn D: Zurück zum Beginn E: Ebbinghaus, Hermann (1905: 1); Eckardt Verlag (1908: 1); Edler, Robert (1917,1921: 5); Effenberger, Gustav (1); Egger-Möllwald, Alois (1881, 1886: 3); Ehrenberg, A. (1890: 1); Ehrenfels, Christian v. (1885-1920: 97); Ehrenfels, Emma (5); Ehrlich, Emil (1905: 1); Eibl, Hans (1); Einem, Helene von (1: ); Eisler, Robert (1902: 1); Elanser (1918: 3); Ellwanger, Lorenz (1918: 3); Endriß, R.F. (1918: 1); Engelmann (Verlag) (1910: 1); Ertl, Emil (1898, 1921: 2); Escherich, G. von (1906-1916: 70); Ettmayer, Karl (1921: 1); Ewald, Oskar (8); Exner, Karl (1893: 1); Exner, Sigmund (1912: 4); Eysenk v. Marienfels, Josef (1919: 1) Zurück zum Beginn F: Zurück zum Beginn G: Zurück zum Beginn H: Zurück zum Beginn I: Illing (1919: 2); Illustrierte Zeitung (1917: 1); Institut für intgernationalen Austausch fortschrittlicher Erfahrungen (1912: 1); Institut für Kulturforschung (1); Ivic, P.K.A. (1914: )
Wirtinger Biography of wilhelm wirtinger (18651945) wilhelm wirtinger. Born 15 July 1865 in Ybbs a.d. http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Wirtinger.html
Extractions: Wilhelm Wirtinger was born in Ybbs, a town on the Danube about half way between Vienna and Linz. Wirtinger studied at the University of Vienna, and it was from that University that he received his doctorate in 1887 and his habilitation in 1890. However, the largest influence on the direction of his research came from Klein In 1895 Wirtinger was promoted to a chair at Vienna then, later the same year, he accepted a chair at the University of Innsbruck. Wirtinger returned to a chair at the University of Vienna in 1905. In 1896 Wirtinger published a work of major importance on the general theta function. In this work Wirtinger combined ideas from Riemann 's function theory with ideas from Klein Caratheodory writes in [1]:- However, Wirtinger was not a specialist who only worked on one problem and did not have a sense for the essentials of science. In his lectures he always stressed the historical context and had a remarkable interest in the philosophical basis of mathematics. He was economical with his publications, but every single paper - even if only a few pages long - does not only contain surprising thought of exceptional beauty but also proof that he could combine his perfect geometrical insight with his rare skill of mastering the mathematical symbolism.
W Index Samuel (457*) Wilson, Alexander (163) Wilson, Edwin (677) Wilson, John (278) Winkler,wilhelm (744*) Wintner, Aurel (1461) wirtinger, wilhelm (586*) Wishart http://www-gap.dcs.st-and.ac.uk/~history/Indexes/W.html
References For Wirtinger References for the biography of wilhelm wirtinger C Caratheodory, Obituary wilhelm wirtinger, Jber. Bayer. Akad. Wiss. http://www-groups.dcs.st-and.ac.uk/history/References/Wirtinger.html
Untitled Person wilhelm wirtinger. Arnold Sommerfeld an Johanna Sommerfeld, 19. http://www.lrz-muenchen.de/~Sommerfeld/PersDat/00199.html
News www01a, 75. wirtinger, wilhelm; 15.07.1865- 15.01.1945; @T(Ybbs a.d. http://dialentry.gelsen-net.de/ppose/mathe_news_ss2002.html
Wissenschaftskalender - DO 29. MAI 2003 (Textversion) Translate this page DO 29. MAI - wilhelm wirtinger, 1906 Der Köpfe (Kurzbiographie - wilhelmwirtinger). 1865, Geboren am 19.7. in Ybbs ad Donau. 1884 bis http://www.bmbwk.gv.at/cgi-bin/kalender.cgi?0529&txtonly
Wissenschaftskalender - DO 29. MAI 2003 Translate this page 1906 Der Mathematiker wilhelm wirtinger, der seinen wissenschaftlichen Ruf vorüber 10 Jahren mit der Lösung eines schwierigen Problems (der allgemeinen http://www.bmbwk.gv.at/cgi-bin/kalender.cgi?0529
Verzeichnis | Mitglieder | Vorgängerakademien Translate this page WINTHER, Johann Nikolaus, * 1702, 08.02.1746, wirtinger, wilhelm, * 19.07.1865, 16.01.1945, WIRZBERGER, Karl-Heinz, * 02.06.1925, 23.04.1976, http://www.bbaw.de/archivbbaw/akademiemitglieder/vorgaengermitglieder_w.html
Extractions: WAALS, Johannes Diderik van der WACHSMUTH, Curt WACHTER, Johann Georg WACKERNAGEL, Jakob ... WALTZ, Johann Theophil * Okt. 1713 WANGERMANN, Gert WARBURG, Emil WARBURG, Otto WARMING, Eugenius ... WERNER, Joseph gt. 22.06.1637 WERNLE, Paul WERNSDORFF, Gottlieb WERTHEIM, Wilhelm WESENBERG-LUND, Carl Jorgen ... WESTPHAL, Andreas gt. 10.10.1684 WETTSTEIN, Johann Jakob WETTSTEIN, Johann Kaspar WETTSTEIN, Fritz Ritter von WESTERSHEIM WETTSTEIN, Richard Ritter von WESTERSHEIM ... WOLTMANN, Reinhard * um 1757 WONSOWSKI, Sergei Wassiljewitsch WOOLHOUSE, John Thomas * um 1650 WOSCHNI, Eugen-Georg WRBA, Heinrich WRIGHT, William WULLSTEIN, Horst ... WYSOTSKI, Fritz
Browse The Cornell Library Historical Math Monographs Translate this page Alfred (NOTE Title Page Missing). Untersuchungen über Thetafunctionenby wirtinger, wilhelm. Untersuchungen Ueber die Riemann'sche http://historical.library.cornell.edu/math/title_U.html
Extractions: About the Collection Browse Collection Home Search Collection ... Help A B C D E ... T U V WXYZ Titles "U" Über die elliptischen normalcurven der N ordnung und zugehörige modulfunctionen der N stufe by Klein, Felix Über die partielle Differential-Gleichung [Delta]v+k²v=0 und deren Auftreten in der mathematischen Physik by Pockels, Friedrich Carl Alwin Über die Picard'schen gruppen aus dem zahlkörper der dritten und der vierten einheitswurzel by Bohler,Otto Über die theorie benachbarter geraden und einen verallgemeinerten krümmungsbegriff; eine ergänzung zu den lehrbüchern über differentialgeometrie by Meyer, W. Franz (Wilhelm Franz) Über ein mit der Differentialgleichung [delta]²f/[delta]x² + [delta]²f/[delta]y² + [delta]²f/[delta]z² = k²f zusammenhängendes physikalisches Problem by Wend, Heinrich Oskar Über freie und erzwungene schwingungen; eine einführung in die theorie der linearen integralgleichungen by Korn, Arthur Über Integralinvarianten und Differentialgleichungen by Lie, Sophus Ueber die reihenentwickelungen der potentialtheorie by Bôcher, Maxime Ueber eine specielle Klasse Abelscher Functionen by Thomae, J (Johannes)
Browse The Cornell Library Historical Math Monographs Translate this page wirtinger, wilhelm Untersuchungen über Thetafunctionen. Witzschel, Benjamin Grundliniender neueren Geometrie, mit besonderer Berücksichtigung der metrischen http://historical.library.cornell.edu/math/math_W.html
