41. Fellesbiblioteket MN Translate this page 356 s. 1 75ns15133 - mini 2000-06-14 UMN Ore N159 Begrenset utlån wirtinger,wilhelm Untersuchungen über Thetafunctionen von der philosophischen http://www.ub.uio.no/umn/felles/orekron.html

UiO - nettsider UiO - personer BIBSYS - forfatter BIBSYS - tittel WWW - Google Om UiO Studier Studentliv Forskning ... Fellesbiblioteket MN Oresamlingen kronologisk The Ore Collection chronologically Redaksjon: Fellesbiblioteket MN umnbib@ub.uio.no Dokument opprettet: 15.05.2001 Kontakt UiO Hjelp

42. Wiener Bezirksvertretungswahl 2001 - Vorzugsstimmen - Bezirkswahlvorschlag Simme wirtinger, Dr. Elke ( 0 ); Strau, Marietta ( 1 Christian( 5 ); Starek, wilhelm ( 9 ); Dolezal, Manfred ( 6 ); Zetschock, Brigitta http://www.magwien.gv.at/wahl/BV011/kandidaten1-11.htm

Wiener Bezirksvertretungswahl 2001 Vorzugsstimmen - Bezirkswahlvorschlag Simmering Brix, Otmar ( 371 ) Polkorab, Rosemarie ( 34 ) Angerer, Renate ( 41 ) Todt, Reinhard ( 17 ) Leitenmaier, Ing. Eduard ( 3 ) Ostermeier, Maria ( 9 ) Kirchner, Monika ( 19 ) Troch, Dr. Harald ( 214 ) Mitterecker, Peter ( 15 ) Withalm, Leopoldine ( ) Oppenberger, Alfred ( 23 ) Wagner, Johann ( 12 ) Lang, Brigitte ( 4 ) Dolezal, Herbert ( 8 ) Kriz, Peter ( 6 ) Müller, Adele ( 2 ) Ertl, Christian ( 5 ) Holzmann, Ernst ( 4 ) Böhm, Paulette ( 4 ) Hofmann, Kurt ( 5 ) Zabinsky, Herbert ( 3 ) Pelz, Helga ( ) Trost, Karl ( 10 ) Grad, Willibald ( 5 ) Hatzl, Eva-Maria ( 144 ) Piringer, Franz ( 1 ) Pusitz, Hannelore ( 3 ) Koranda, Franz ( ) Taraba, Friedrich ( ) Baier, Gerhild ( 1 ) Amreither, Silvia ( 6 ) Nowak, Ing. Manfred ( 13 ) Eschelmüller, Karl ( 2 ) Mold, Silvia ( 1 ) Achatz, Ernst ( ) Fellmann, Dr. Michael ( 1 ) Johannes, Susanne ( ) Kramel, Hans ( ) Ponert, Ingrid ( ) Raub, Gerhard ( ) Jischa, Birgit ( 10 ) Eisschiel, Christian ( 4 )

43. Register Der Artikel Des Jahresberichts Der DMV Translate this page Waelsch, E. wilhelm Weiß, 14, 171-175 (1905). wirtinger, W. Ueber die Beziehungder Kummer´schen Fläche zur projectiven Erzeugung der ebenen Curven vierter http://www.matha.rwth-aachen.de/dmv/register.php?page=w

44. Register Der Artikel Des Jahresberichts Der DMV Translate this page 1900). wirtinger, W. Geodätische Linien und Poncelet´sche Polygone,9, 130-131 (1900). 1902). Becker, E. wilhelm Schur, 11, 292-301 (1902). http://www.matha.rwth-aachen.de/dmv/register.php

Boltzmann, L. Cantor, G. : Ueber eine elementare Frage der Mannigfaltigkeitslehre Dedekind, R. : Ueber Gleichungen mit rationalen Coefficienten Dyck, W. v. Eberhard, V. Finsterwalder, S. Hensel, K. : Ueber den Fundamentalsatz der Theorie der algebraischen Function einer Variabeln Hilbert, D. : Ueber volle Invariantensysteme Klein, F. : Ueber neuere englische Arbeiten zur Mechanik Kronecker, L. : Auszug aus einem Briefe an Herrn Prof. G. Cantor Meyer, F. Minkowski, H. : Ueber Geometrie der Zahlen : Ueber litterarische Unternehmungen, welche geeignet sind, das Studium der Mathematik zu erleichtern Neumann, C. Papperitz, E. : Ueber das System der rein mathematischen Wissenschaften Piltz, A. Rohn, K. : Modelle der rationalen Raumcurven 4. Ordnung und ihrer Developpabeln Schoenflies, A. : Ueber Configurationen, welche sich aus gegebenen Raumelementen durch blosses Schneiden und Verbinden ableiten lassen Schubert, H. p Simon, M. : Ueber das Parallelenaxiom Wangerin, A. Wiener, H. : Ueber Grundlagen und Aufbau der Geometrie Wiltheiss, E. : Ueber die Differentialgleichungen der hyperelliptischen Thetafunctionen Bjerknes, C.A.

45. Mathematics At The Brno German Technical University Karl Bobek (U Prag), Gustav Kohn (U Wien), Georg Pick (U Prag), Matyá¹ Lerch (UFreiburg, TU Brno, U Brno), wilhelm wirtinger (U Wien), Ludwig Schlessinger http://www.math.muni.cz/~sisma/English/bautzen.html

Mathematics at the Brno German Technical University Introduction This lecture is devoted to education of mathematics at the school which was the first technical school in Brno. The history of the German Technical University is the history of technical educational institution until 1945. In 1849 the school started as a Technical College, and during 1849-1873 it was transformed into Technical University of the second half of 19th century. The students of the school came to Brno from many parts of the Austro-Hungarian Empire and later from many other countries. The aim of this lecture is to describe the staff at the Departments of Mathematics. There were many renowned mathematicians teaching at this school, especially up to 1918. These, in most cases young, mathematicians became professors of important universities in Austria and Germany. Some of them are e.g. Emanuel Czuber, Ernst Fischer, Johann Radon, Georg Hamel, Richard Mises, and Heinrich Tietze. Some well-known Czech, German, and Austrian mathematicians also tried to become professors at the German Technical University in Brno: for example, Matyas Lerch, Hans Hahn, Wilhelm Blaschke and Emil Artin. The hundred years' history of this school still remains largely unexplored in the Czech Republic. The already existing works are mostly in German and their main concern is the foundation of the school. From later period, these works mention mainly organizational matters of the school. The most important resources are

46. Franz Hocevar Vídne. Hocevar se v konkurzu umístil na druhém míste spolecnes Gustavem Kohnem, když jmenován byl wilhelm wirtinger. V http://www.math.muni.cz/math/biografie/franz_hocevar.html

Franz Hoèevar Narozen: 10. øíjna 1853 v Metlice (Slovinsko) Zemøel: 19. èervna 1919 ve ©týrském Hradci Franz Hoèevar nav¹tìvoval v Lublani v letech 1863-1871 místní gymnázium, po jeho¾ absolvování ode¹el na podzim roku 1871 do Vídnì, kde studoval na filozofické fakultì matematiku a fyziku. Na podzim roku 1874 se stal asistentem matematiky u profesora Wincklera na technice a na tomto místì setrval a¾ do roku 1879. V roce 1875 vykonal Hoèevar zkou¹ku uèitelské zpùsobilosti pro matematiku a fyziku a v následujícím roce získal na univerzitì ve Vídni doktorát za práci Über einige bestimmte Integrale . Ve ¹kolním roce 1875/76 Hoèevar absolvoval pøedepsaný zku¹ební rok na gymnáziu pøi Tereziánské akademii ve Vídni. V roce 1879 byl jmenován uèitelem na státním vy¹¹ím gymnáziu v Innsbrucku, kde v roce 1882 získal definitivu. V roce 1883 se Hoèevar habilitoval pro infinitezimální poèet a jeho u¾ití v geometrii na univerzitì v Innsbrucku. Jako soukromý docent konal na univerzitì pøedná¹ky a¾ do roku 1891. V roce 1885 se Hoèevar neúspì¹nì ucházel o místo profesora matematiky na technice v Brnì. Úspì¹ný byl a¾ v roce 1891, kdy ho císaø jmenoval 17. srpna mimoøádným profesorem spoleènì s

47. Abstracts Of Plenary Talks At The Olga Taussky Todd Celebration till 1934 her first years as number theorist in Vienna and Gottingen (1931/32);her teachers and colleagues Philip Furtwangler, wilhelm wirtinger, Hans Hahn http://www.awm-math.org/olgacelebration/abstracts.html

Return to AWM Olga Taussky Todd Celebration Return to AWM Workshops Abstracts of Plenary Talks at the Olga Taussky Todd Celebration, July 16-18, 1999 "Fraulein Dr. Taussky in Vienna and Gottingen" Abstract: Olga Taussky from 1925 till 1934 her first years as number theorist in Vienna and Gottingen (1931/32); her teachers and colleagues: Philip Furtwangler, Wilhelm Wirtinger, Hans Hahn, Karl Menger, Kurt Godel, . . .; class field theory, class field tower, group theory. Christa Binder Mathematik Wiedner Hauptstrasse 8-10/1141 A-1040 Wien AUSTRIA Phone: 01-58801-11415 Fax: 01-58801-11499 Email: christa.binder@tuwien.ac.at "Looking Back .....Looking Ahead" Abstract: The speaker reflects on growing up in the nation's capital at a time when schools in the city were segregated by race, and being the beneficiary of excellent academic training provided by dedicated teachers. She looks ahead at what can be done to provide quality mathematics education to every child in the United States. Evelyn Boyd Granville Professor Emerita, California State University, Los Angeles and

48. Namensregister Buchstabe W Translate this page Ander * CA 1530 Tretting Eher al 17032 wirtinger nn Margaretha CA 1630 SattelpeilsteinWittmann Elisabeth * CA 1767 Untertraubenbach Wittmann wilhelm * CA 1725 http://home.t-online.de/home/Clemens.Pongratz/namenw.htm

Buchstabe W Wagner Walburga * CA 1750 Loibling Colonissa Wagner Wolfgang * 18.08.1721 Loibling Colonus + fischer Wagner Thomas * 29.04.1681 Loibling Agricola 1/1 Wagner Johann * 13.10.1650 Rhanwalting Wagner Ludwig * CA 1620 Rhanwalting Rusticus-soelde Wagner n.n. Margaretha * CA 1620 Rhanwalting Waitzer Georg * CA 1630 Schoenthal Subditus(knecht) Waitzer n.n. Anna * CA 1630 Schoenthal Waizer Catherina * 19.03.1699 Enzenried Waizer Andreas * CA 1670 Schoenthal Rusticus Waizreutterin Appolonia * CA 1655 Losau Wallbaum Catherina elisabeth * 10.08.1741 Kiel Wallbaum/walbohm Johann caspar jakob * CA 1710 Kiel Corporal Wankerl Catherina * CA 1775 Wetterfeld Bauerstochter Wankerl Michael * 01.03.1742 Aichlberg aus aichlberg

49. Eugene Lukacs, 1906-1987 mathematics at University of Vienna. He took courses with Hans Hahn, EduardHelly, Walter Meyer, Leopold Vietoris and wilhelm wirtinger. http://www.bgsu.edu/departments/math/faculty/Lukacs.html

EUGENE LUKACS Eugene Lukacs was born in Szombathely, Hungary on August 14, 1906. Six weeks after his birth, he was brought to Vienna where he grew up, got his primary and secondary education and studied mathematics at University of Vienna. He took courses with Hans Hahn, Eduard Helly, Walter Meyer, Leopold Vietoris and Wilhelm Wirtinger. Eugene met his wife to be, Elizabeth Weisz, at the University of Vienna in 1927. She was taking Mathematics and Physics. They were married in 1935. Eugene's interest in geometry led him to write a Ph.D. dissertation under Walter Meyer. He earned his Ph.D. degree in 1930. Subsequently he took an actuarial degree in 1931. Due to scarceness of positions at the University, Eugene taught secondary school in Vienna for two years. Then he accepted a position as an actuary at an insurance company. E. Helly and Z.W. Birnbaum were amongst his colleagues. He stayed with the company until 1937 and also taught extension courses in mathematics at the Volkshochschule Wien Volksheim. When Germany annexed Austria in 1938 he decided to emigrate to USA arriving here in February 1939. About the same time many other Jewish statisticians and mathematicians emigrated to the United States. These included Gerhard Tintner, Z.W. Birnbaum, Henry Mann, Oscar Morgenstern and Abraham Wald. Upon arrival, Eugene renewed his acquaintance with Abraham Wald whom he had met in Vienna. Under Wald's influence Eugene became interested in probability and statistics. Wald introduced him to the vast literature on probability and statistics that was largely unknown in Central Europe at that time. Wald invited him to attend his, and Hotelling's lectures at Columbia. Thus began Eugene's long and fruitful career in statistics during which he wrote five books and well over 100 papers.

50. - Great Books - he was taught calculus and algebra by Franz Mertens, function theory, differentialequations and mathematical statistics by wilhelm wirtinger (who he found http://www.malaspina.com/site/person_1031.asp

Erwin Schrödinger Erwin Schrödinger's father Rudolf Schrödinger ran a small linoleum factory which he had inherited from his own father. Erwin's grandmother, Emily Bauer, was half English, this side of the family coning from Leamington Spa, and half Austrian with her father coming from Vienna. Schrödinger learnt English and German almost at the same time due to the fact that both were spoken in the household. He was not sent to elementary school, but received lessons at home from a private tutor up to the age of ten. He entered the Akademisches Gymnasium in the autumn of 1898, rather later than was usual since he spent a long holiday in England around the time he might have entered the school. He wrote later about his time at the Gymnasium:- I was a good student in all subjects, loved mathematics and physics, but also the strict logic of the ancient grammars, hated only memorising incidental dates and facts. Of the German poets, I loved especially the dramatists, but hated the pedantic dissection of this works. A student in Schrödinger's class at school said this:- Especially in physics and mathematics, Schrödinger had a gift for understanding that allowed him, without any homework, immediately and directly to comprehend all the material during the class hours and to apply it. After the lecture ... it was possible for [our professor] to call Schrödinger immediately to the blackboard and to set him problems, which he solved with playful facility.

51. Chronologie Translate this page Universität. Seine akademischen Lehrer werden Franz Exner und FritzHasenöhrl in Physik sowie wilhelm wirtinger in Mathematik. http://rosa.physik.tu-berlin.de/~dschm/lect/schrdlek/chronologie.htm

* 12. August 1887 + 4. Januar 1961 Erwin Schrödinger in Wien geboren. Besuch eines akademischen Gymnasiums in Wien Beginn des Studiums an der Wiener Universität. Seine akademischen Lehrer werden Franz Exner und Fritz Hasenöhrl in Physik sowie Wilhelm Wirtinger in Mathematik. Promotion zum Doktor der Philosophie. Assistent von Exner am II. Physikalischen Institut der Wiener Universität. Habilitation; Privatdozent Kriegsdienst an der österreichischen Südfront. Beschäftigung mit den Einsteinschen Arbeiten zur Allgemeinen Relativitätstheorie. Heirat mit Annemarie Bertel. Dozentur für theoretische Physikund Assistent von Max Wien an der Jenaer Universität. Professur in Stuttgart und Breslau (Wroclaw). Professur für theoretische Physik an der Universität in Zürich. Arbeiten zur Wellenmechanik. Im Frühjahr erscheinen in den "Annalen der Physik" seine fundamentalen Abhandlungen zur Wellenmechanik, die auch die berühmte " Schrödinger-Gleichung " enthalten. Nachfolger von Max Planck auf dem Lehrstuhl für theoretische Physik an der Berliner Universität Aufnahme in die Berliner Akademie der Wissenschaften.

52. Schrodinger algebra by Franz Mertens, function theory, differential equations and mathematicalstatistics by wilhelm wirtinger (who he found uninspiring as a lecturer). http://www.quimica.urv.es/~gracia/schrodinger.html

Born: 12 Aug 1887 in Erdberg, Vienna, Austria Died: 4 Jan 1961 in Vienna, Austria INICIO Gymnasium in the autumn of 1898, rather later than was usual since he spent a long holiday in England around the time he might have entered the school. He wrote later about his time at the Gymnasium I was a good student in all subjects, loved mathematics and physics, but also the strict logic of the ancient grammars, hated only memorising incidental dates and facts. Of the German poets, I loved especially the dramatists, but hated the pedantic dissection of this works. our professor partial differential equations to dynamics, eigenvalue problems, Maxwell's equations and electromagnetic theory, optics, thermodynamics and statistical mechanics differential equations and mathematical statistics by Wilhelm Wirtinger (who he found uninspiring as a lecturer). He also studied projective geometry , algebraic curves and continuous groups in lectures by Gustav Kohn. On the conduction of electricity on the surface of insulators in moist air. After this he undertook voluntary military service in the fortress artillery. Then he was appointed to an assistantship at Vienna but, rather surprisingly, in experimental physics rather than theoretical physics. He later said that his experiences conducting experiments proved an invaluable asset to his theoretical work since it gave him a practical philosophical framework in which to set his theoretical ideas.

53. Date Biografice de catre profesorul Franz Martens, iar teoria functiilor , ecuatiile diferentialesi statisticile matematice de catre profesorul wilhelm wirtinger (pe care http://www.lefo.ro/carmensylva/curriculum/webfizica/proiecte_12a-horia&co/erwinr

54. Sonntag Translate this page Kollmann Roswitha Reindl Hermann Reitze Jörg Rettler wilhelm Heinrich Richter WienstroerE. Wilkening Ekehard Winter Angelika wirtinger Franz Wittenberg http://www.whoiswho.co.at/biograph/so.html

Sonntag Adolph Heidrun Agritzer Heimo Ahrendt Heidemarie Christiane Angelis Hubert ... Zubiller Liane

55. Schiller Institute Footnotes For "Behind The Notes" Intro To Music Manual Book I the compositional method of motivic thoroughcomposition, see Gottfried wilhelm LeibnizPhilosophical the preface supplied by M. Noether and W. wirtinger (pp. http://www.schillerinstitute.org/fid_97-01/972_lar_behind2.html

Home Search About Fidelio ... Dialogue of Cultures SCHILLER INSTITUTE Footnotes for B ehind the Notes: Introduction to Book II of A Manual On the Rudiments of Tuning and Registration, by Lyndon H. LaRouche, Jr. Related Articles A Manual On the Rudiments of Tuning and Registration, ed. by John Sigerson and Kathy Wolfe (Washington, D.C.: Schiller Institute, 1992). Subsequent German and Italian editions have been published: Handbuch der Grundlagen von Stimmung und Register, trans. by Werner Hartman (Wiesbaden, Germany: Dr. Boettiger Verlag-GmbH, 1996); Canto e diapson: Un manuale con oltre mille esempi tratti dalla creativita classica e lirica (Bergamo, Italy: Edizione Carrara, 1996). back Cf. as referenced in Book I, Gustav Jenner, (Marburg an der Lahn: N.G. Elwert'sche Verlagsbuchhandlung, 1930). The treatment of folk-song by Brahms, and the application of these same principles to the American Negro Spiritual by Antonin Dvorak and Dvorak's collaborator, Harry Burleigh, typifies this important qualification. See Dennis Speed, "The Classical War Against Multiculturalism: Brahms' Compositional Method," Fidelio,

56. Web.mit.edu/afs/athena.mit.edu/dept/libdata/lso/b/dibnerArchive/ftp/marc.980914/ Translate this page Werke. pNachtrèage / cherausgegeben von M. Noether und W. wirtinger. aLeipzig bB.G d1831-1916. 1 aNoether, Max, d1844- 1 awirtinger, wilhelm, d1865-1945 http://web.mit.edu/afs/athena.mit.edu/dept/libdata/lso/b/dibnerArchive/ftp/marc.

57. Dirk J. Struik (A Discussion In Alt.obituaries Newsgroup) By Antreas P. Hatzipol at the University of Vienna witnessed a time of outstanding prosperity, when theprofessors Franz Mertens, and later wilhelm wirtinger, Philipp Furtwaengler http://mathforum.org/epigone/math-history-list/mouskendspeld

Dirk J. Struik (A discussion in alt.obituaries Newsgroup) by Antreas P. Hatzipolakis reply to this message post a message on a new topic Back to math-history-list Subject: Dirk J. Struik (A discussion in alt.obituaries Newsgroup) Author: xpolakis@otenet.gr Date: http://www.mat.univie.ac.at/About/TheInstitute.html APH The Math Forum

58. DIEPER - DIgitised European PERiodicals Translate this page 23. wirtinger, W. Zur Theorie der Abel'schen Functionen vom Geschlechte 3. 55.Müller, Fr. 333. Kohn, G. Beweis eines Satzes von Cayley. 343. wilhelm, Fr. http://dieper.aib.uni-linz.ac.at/cgi-bin/project2/showtoc.pl?PE_ID=2&VO_ID=2

59. DIEPER Periodicals Translate this page wirtinger, W., JFM 23.0492.01, Zur Theorie der Abel'schen Functionen vom Geschlechte3 wilhelm, Fr., JFM 23.0685.01, Ueber den Ort der Axen jener gleichseitigen http://dieper.aib.uni-linz.ac.at/cgi-bin/project2/gettoc.pl?PE_ID=2&VO_ID=2

60. Gödel mathematicians and physicians such as Hahn (a pioneer in set theory and functionalanalysis), wilhelm wirtinger (mathematician) and Helly (functional analysis http://www.cee.hw.ac.uk/ism/ug4/philosophies/godel.htm

History He studied in Vienna under some of this time leading mathematicians and physicians such as Hahn ( a pioneer in set theory and functional analysis ), Wilhelm Wirtinger (mathematician) and Helly functional analysis Gödel stunned his university colleague's and professors with his mathematical genius. His brother said that he was mastering University mathematics in his final year at high school. He completed his doctoral dissertation with Hahn as his supervisor he became a member of the faculty of the University of Vienna in 1930. He held a Chair at the Institute for Advanced Studies at Princeton to his death. Before his death in 1978 he received the National medal of Science. axiomatic The incompleteness theorems shows that in any type of mathematics there are always functions that can be proven to be either true or false using the rules and axioms axioms So Gödel's stated that "The implication is that all logical system of any complexity are, by definition, incomplete; each of them contains, at any given time, more true statements than it can possibly prove according to its own defining set of rules." A simplified explanation of the first theorem states that in any axiomatic system sufficiently strong to allow one to do basic arithmetic, one can construct a statement that

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