41. WIEM: Weyl Klaus Hugo Hermann (encyklopedia.pl)Category World Polska Leksykon Encyklopedia encyklopedia.pl W......weyl Klaus Hugo hermann (18851955), matematyk, fizyk i filozof niemiecki. weylKlaus Hugo hermann (1885-1955), matematyk, fizyk i filozof niemiecki. http://wiem.onet.pl/wiem/00cecf.html

wiem.onet.pl napisz do nas losuj: has³a multimedia Matematyka, Fizyka, Filozofia, Niemcy Weyl Klaus Hugo Hermann widok strony znajd¼ podobne poka¿ powi±zane Weyl Klaus Hugo Hermann (1885-1955), matematyk, fizyk i filozof niemiecki. Profesor politechniki w Zurychu (1913-1930), uniwersytetu w Getyndze (1930-1933) i Institute for Advaced Study w Princeton (od 1933). Cz³onek amerykañskiej Narodowej Akademii Nauk i londyñskiego Royal Society Autor prac na temat szeregów trygonometrycznych i ogólnych szeregów ortogonalnych, funkcji zmiennej zespolonej równañ ró¿niczkowych i  ca³kowych , teorii liczb. Twórca wa¿nego dla geometrii ró¿niczkowej pojêcia przestrzeni o koneksji afinicznej. W podstawowych kwestiach filozofii matematyki zaj±³ w³asne stanowisko nazywane semiintuicjonizmem - traktowa³ j± jako aprioryczn± naukê o nieskoñczono¶ci, której ¼ród³em jest twórcza wyobra¼nia, a obiekty przez ni± badane nie maj± ¿adnego niezale¿nego istnienia. Akceptowa³ w pe³ni klasyczn± logikê. Z prac m.in. Symetria (1952, wydanie polskie 1960). Zobacz równie¿ Ortogonalno¶æ Szereg zobacz wszystkie serwisy do góry Encyklopedia zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra

42. SCIENTIFIC REFERENCES weyl 1925 weyl, hermann, Theorie der Darstellung kontinuierlicher halbeinfacherGruppen durch lineare Transformationen, I , Math. Zeit. http://graham.main.nc.us/~bhammel/FCCR/refs.html

for Physics Pages Mathematics Pages and Music Pages [Abbot 1981] Abbot, L. F.; Wise, M. B., "Dimension of a quantum-mechanical path" Amer. J. of Phys. [Abraham 1967] Abraham, Ralph; Marsden, Jerrold E., Foundations of Mechanics, W. A. Benjamin (1967). [Abramowitz 1965] Abramowitz, M. and Stegun, I. A. (Eds.), Handbook of Mathematical Functions Dover (1965). [Ahmavaara 1965a] Ahmavaara, Yrjo, "The Structure of Space and the Formalism of Relativistic Quantum Field Theory I.", Jour. Math. Phys. [Ahmavaara 1965b] Ahmavaara, Yrjo, "The Structure of Space and the Formalism of Relativistic Quantum Field Theory II.", Jour. Math. Phys. [Anderson 1967] Anderson, James L., Principles of Relativity, Academic Press (1967). [Aristotle 1941] Aristotle, "Physica", in The basic Works of Aristotle , Richard McKeon, Random House (1941). [Bacry 1973] "Projective Geometry and Dynamical Groups", Preprint Universite d'Aix-Marseille (1973). [Bacry 1975] Bacry, H., "Orbits of the Rotation Group on Spin States", Jorn. Math. Phys.

43. Shine On, Hermann Weyl Shine On, hermann weyl. November 23, 2002. A Puzzlement. The Diamond Log24.net,Saturday, November 09, 2002. Birthdate of hermann weyl. http://www.log24.com/log/2002-1109-weylx5.html

Shine On, Hermann Weyl November 23, 2002 A Puzzlement The Diamond 16 Puzzle presents a whole that is in some sense more than the sum of its parts, a whole that satisfies Joyce's aesthetic criteria integritas, consonantia, claritas For a related puzzle of a more literary sort that reflects the fragmentary nature of experience, try to satisfy these criteria by fitting together the following pieces: Symmetry , by Hermann Weyl, A Beautiful Mind , by Sylvia Nasar, The Hollow Man by Dan Simmons, Endgame ," by Steven H. Cullinane (Nov. 7, 1986), Shine on, You Crazy Diamond ," by Pink Floyd Kristallnacht 1989 ," by the German people, starring the Berlin Wall, The Cruciatus Curse ," starring Martin Sheen in the National Cathedral, The Goat, or Who is Sylvia? " by Edward Albee, starring Sally Field, Election Night ," by Aaron Sorkin, starring Martin Sheen, and Apocalypse Now ," by John Milius and Francis Ford Coppola, starring Marlon Brando, The following set of 5 weblog entries attempts a solution of this literary puzzle. From the archives of Steven H. Cullinane's journal

44. Hermann Weyl Translate this page hermann weyl né à Elmshom le 9 novembre 1885, décédé à Zürich le 8 décembre1955. weyl fut instruit aux universités de Munich et Göttingen. http://www.bib.ulb.ac.be/coursmath/bio/weyl.htm

Hermann Weyl né à Elmshom le 9 novembre 1885, décédé à Zürich le 8 décembre 1955. Weyl fut instruit aux universités de Munich et Göttingen. Son doctorat fut présenté à Göttingen où son superviseur était Hilbert; c'est là qu'il obtint son premier poste. De 1913 à 1930 il occupa la chaire de mathématiques au Technische Hochschule de Zurich; ensuite de 1930 à 1933 il occupa la chaire de mathématiques à Göttingen et enfin de 1933 jusqu'à sa retraite (1952) il travailla à l'Institute of Advanced Study de Princeton. Il tenta d'incorporer l'électromagnétisme dans le formalisme géométrique de la relativité générale. Weyl publia Die Idee der Riemannschen Fläche (1913) qui unifiait l'analyse, la géométrie et la topologie. Il produisit la première théorie unifiée dans laquelle le champ électromagnétique de Maxwell et le champ gravitationnel apparaissaient comme de propriétés géométriques de l'espace-temps. De 1923 à 1938 il développa le concept de groupe continu en utilisant les représentations matricielles. Avec son application de la théorie des groupes à la mécanique quantique il bâtit ce sujet moderne. Il apporta aussi des contributions à la distribution uniforme de nombres modulo 1 qui est fondamental en théorie analytique des nombres. Plus récemment des tentatives pour intégrer l'électromagnétisme dans la relativité générale ont été faite par John Wheeler. La théorie de Wheeler, comme celle de Weyl, ne tient pas compte de la connexion avec les phénomènes quantiques qui sont tellement importants pour les interactions autres que la gravitation.

45. Hermann Klaus Hugo Weyl Translate this page ermann Klaus Hugo weyl. hermann weyl nació en Hamburgo, Alemania el 9 denoviembre de 1885 y murió en Zurcí, Suiza el 8 de diciembre de 1955. http://redescolar.ilce.edu.mx/redescolar/act_permanentes/mate/mate4s.htm

ermann Klaus Hugo Weyl Hermann Weyl nació en Hamburgo, Alemania el 9 de noviembre de 1885 y murió en Zurcí, Suiza el 8 de diciembre de 1955. Weyl se formó como matemático en las universidades de Munich y de Göttingen bajo la asesoría del famosísimo matemático David Hilbert. Desde un principio se apasionó con el estudio de la geometría, campo que después se volvió su especialidad. Sin embargo, trabajó también el área de la Física, en particular en el estudio del electromagnetismo. Fue un matemático sumamente reconocido y murió siendo profesor distinguido de la Universidad de Princeton. Citamos aquí un comentario de Weyl describiéndose a sí mismo: En mis trabajos siempre he intentado unificar la verdad con la belleza, sin embargo, cuando he tenido que elegir entre una y otra, me he inclinado siempre por la belleza Rompecabezas De medusas y cristales

46. BIBCYT Autor: Alejandría BE 4.7.1.7r Translate this page Autor weyl, hermann, (Comienzo). Sólo un registro cumplió la condiciónespecificada en la base de información BIBCYT. Autor weyl, hermann. http://bibcyt.ucla.edu.ve/cgi-win/be_alex.exe?Autor=Weyl, Hermann&Nombrebd=BIBCY

47. Abstract Of "Hermann Weyl And The History Of Modern Physics" - Inst. For Hist. A Abstract of hermann weyl and the History of Modern Physics by Michael F. vanKempen. Abstract of. hermann weyl BR and the BR History of Modern Physics. http://www.phys.uu.nl/~wwwgrnsl/abstracts/kempe961011.html

Abstract of Speaker: Michael F. van Kempen Date: October 11 and 17, 1996 Last updated: Monday, 12-Oct-1998 15:10:01 CEST

48. References Translate this page Humanities Press, New York. weyl, hermann. 1910. Über die Definitionender mathematischen Grundbegriffe. 298-304. weyl, hermann. 1968. http://www.hf.uio.no/filosofi/njpl/vol1no2/skogod/node2.html

Next: Up: Skolem and Gödel Previous: Skolem and Gödel References Boos, William. Jul. 1992. Typescript. , 2, p. 3. Reprinted in , pp. 240-242. , 4, p. 385. Reprinted in , p. 262. , 40, pp. 433-443. Reprinted in , pp. 306-326. Besprechung von ``Ein kombinatorischer Satz mit Anwendung auf ein logisches Entscheidungsproblem''. , 7, pp. 97-98. Reprinted in , p. 372. , 2, p. 3. Reprinted in , pp. 378-380. , 10, p. 49. Reprinted in , p. 384. Collected Works, edited by Solomon Feferman , vol. 1. Oxford University Press, New York. Goldfarb, Warren D. 1971. Review of Skolem 1970 Journal of Philosophy , 68, pp. 520-530. Goldfarb, Warren D. 1979. Logic in the twenties: The nature of the quantifier. Journal of Symbolic Logic , 44, pp. 351-368. van Heijenoort, Jean (ed.). 1967. Harvard University Press, Cambridge, Mass. Skolem, Thoralf. 1910. , 41, pp. 89-90. Review of Weyl 1910 Skolem, Thoralf. 1920. Skrifter utgit av Videnskabsselskapet i Kristiania, I. Matematisk-naturvidenskabelig klasse , 4, pp. 1-36. Reprinted as 1920a in Skolem 1970 , pp. 103-136.

49. Hermann Weyl, November 9, 1885–December 9, 1955 | By Michael Atiyah | Biographi hermann weyl November 9, 1885–December 9, 1955 By Michael Atiyah. 48114. Chevalley,C., and A. Weil. 1957. hermann weyl (1885-1955) Enseign. Math. III(3). http://stills.nap.edu/html/biomems/hweyl.html

BIOGRAPHICAL MEMOIRS National Academy of Sciences Courtesy of the Archives, Institute for Advanced Study, Princeton, New Jersey. Hermann Weyl By Michael Atiyah H ERMANN WEYL WAS ONE of the greatest mathematicians of the first half of the twentieth century. He made fundamental contributions to most branches of mathematics, and he also took a serious interest in theoretical physics. It is somewhat unusual to write a biographical memoir nearly 50 years after the death of the subject, and this presents me with both difficulties and opportunities. The difficulties are obvious: I had essentially no personal contact with Weyl, hearing him lecture only once at the international congress in Amsterdam in 1954, when I was a research student. His contemporaries are long since gone and only a few personal reminiscences survive. On the other hand the passage of time makes it easier to assess the long-term significance of Weyl's work, to see how his ideas have influenced his successors and helped to shape mathematics and physics in the second half of the twentieth century. In fact, the last 50 years have seen a remarkable blossoming of just those areas that Weyl initiated. In retrospect one might almost say that he defined the agenda and provided the proper framework for what followed. I shall therefore take the liberty of connecting Weyl's own work with subsequent developments. This means that I shall say less about certain aspects of Weyl's work where my own competence runs out or where subsequent work may not have been so productive. In particular I shall omit any account of his important work on singular differential equations, number theory, and convex bodies. I shall also say little about his contributions to the foundations of mathematics. However, the important papers that he wrote in all these areas are included in the selected bibliography.

50. PHYSICS Mathematics For Scientists & Engineers Science General Hermann Weyl's Ra PHYSICS Mathematics for scientists engineers Science General hermann weyl's Raum Zeit - Materie and a General Introduction to His Scientific Work E Scholz. http://www.book-planet.co.uk/E-Scholz-Hermann-Weyls-Raum-Ze-3764364769.html

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51. EVITA Shopping Translate this page weyl, hermann Die Idee der Riemannschen Fläche. Nachdr. d. Ausg.v. 1913. 1997. XII, 240 Sm Abb. 24 cm hermann weyls im Verlag http://www.evita.de/447de3815420962.html

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52. EVITA Shopping Translate this page Bei Buchkatalog.de. weyl, hermann Die Idee der Riemannschen Fläche, € 22,90,Nachdr. 5. Reitmann, Volker 6. weyl, hermann Die. 7. Friedrich, Alfred http://www.evita.de/browse.php?cat=173

53. TecaLibri: Claus Hugo Hermann Weyl: Opere matematica TecaLibri. Claus Hugo hermann weyl opere. 1885 Nasceil 9 novembre, a Elmshorn, SchleswigHolstein. 1913 Die Idee der http://web.infinito.it/utenti/t/tecalibri/W/WEYL-H_OPE.htm

matematica TecaLibri Claus Hugo Hermann Weyl: opere Nasce il 9 novembre, a Elmshorn, Schleswig-Holstein. 1913 Die Idee der Riemannschen Fläche, Lipsia 1918 Reine Infinitesimalgeometrie Geometria infinitesimale pura 1918 Gravitation und Elektrizität 1918 Raum, Zeit, Materie, Berlino 1921 Spazio, tempo e materia, [ rif. 1928 Gruppentheorie und Quantenmechanik, Lipsia 1932 Il mondo aperto, Boringhieri 1939 The Classical Groups, Their Invariants and Representations, Princeton 1949 Philosophy of Mathematics and Natural Science, Princeton 1952 Space-Time-Matter, Dover, New York, [ rif. 1952 Symmetry, Princeton Muore l'8 dicembre, a Zurigo.

54. ~? (Hermann Weyl, 1885~1955)~ The summary for this Korean page contains characters that cannot be correctly displayed in this language/character set. http://members.tripod.lycos.co.kr/babo25/math4.htm

55. WEYL, Hermann - Www.matematik.dosyasi.com MATEMATIKÇILER. hermann weyl (1885 1955) Bir Alman matematikçisiolan weyl, 1885 yilinda Holstein kentinde dogdu. Sayilar http://user.domaindlx.com/matematikdosyasi/matematikciler/weyl.htm

MATEMATÝKÇÝLER Hermann Weyl (1885 - 1955) Bir Alman matematikçisi olan Weyl, 1885 yýlýnda Holstein kentinde doðdu. Sayýlar kuramý, diferansiyel denklemler, matematiksel fizik, diferansiyel geometri, baðlýlýk kuramý ve Afin baðlantýlý uzaylar üstüne çalýþarak çok sayýda eserler verdi. 1918 yýlýnda, "Uzay, Zaman, Madde" adlý kitabý, 1928 yýlýnda "Gruplar Kuramý ve Kuantum Mekaniði" ve 1946 yýlýnda da "Klasik Gruplar" adlý kitaplarý yayýnlandý. Weyl çaðýmýzýn evrensel bir matematikçisi olarak bilinir. Felsefe, fizik ve matematiðin tüm dallarýyla ilgilendi. En önemli ve ünlü olan "Symmetry" adlý kitabý 1952 yýlýnda yayýnlandý ve çok takdir topladý. Doðuþtan Alma olan Weyl, Hitler'in baskýsý üzerine, Albert Einstein gibi o da Amerika Birleþik Devletleri'ne göç etmek zorunda kaldý. Ýstemeye istemeye Amerika'ya gitti ve Amerika da onu coþkuyla ülkesine kabul etti. Uzun yýllar bu ülkede çaðýnýn en çok deðer verilen çalýþmalarýný yaptý. En çok, Princeton Üniversitesi'nde çalýþtý. Diðer üniversitelerde de bulundu ve bu üniversitelerde dersler verdi. Emekli olunca Avrupa'ya döndü ve 1955 yýlýnda Zürih'te öldü. Weyl'in fotoðrafýný görmek için týklayýn

56. [HM] Hermann Weyl's Quote a topic from HistoriaMatematica Discussion Group HM hermann weyl'squote. post a message on this topic post a message on a new topic http://mathforum.org/epigone/historia_matematica/bromwehte

a topic from Historia-Matematica Discussion Group [HM] Hermann Weyl's quote post a message on this topic post a message on a new topic 20 Mar 2002 [HM] Hermann Weyl's quote , by Margherita Barile 23 Mar 2002 Re: [HM] Hermann Weyl's quote , by Dick Tahta 3 Apr 2002 Re: [HM] Hermann Weyl's quote , by Martin H. Krieger 1 Apr 2002 Re: [HM] Hermann Weyl's quote , by Margherita Barile The Math Forum

57. Re: [HM] Hermann Weyl's Quote By Martin H. Krieger Re HM hermann weyl's quote by Martin H. Krieger. reply to thismessage post a message on a new topic Back to messages on this http://mathforum.org/epigone/historia_matematica/bromwehte/jf24ctdc3o02@legacy

Re: [HM] Hermann Weyl's quote by Martin H. Krieger reply to this message post a message on a new topic Back to messages on this topic Back to Historia-Matematica Discussion Group Subject: Re: [HM] Hermann Weyl's quote Author: krieger@usc.edu Date: 31 Mar 02 10:42:58 -0500 (EST) Source in Weyl "The problems of mathematics are not problems in a vacuum..." I have a quote from Hermann Weyl, I believe from his Philosophy of Mathematics and Natural Science. But I need a PAGE reference. When I go through the text, I cannot find the quote. I might have the wrong source, but I have reason to hope that my source is correct. So a PAGE reference would be most appreciated: The problems of mathematics are not problems in a vacuum. There pulses in them the life of ideas which realize themselves in concreto through our [or out] human endeavors in our historical existence, but forming an in dissoluble whole transcending any particular science. Thank you for the help, Martin Krieger krieger@usc.eduplease send me the information by email as well as post to the list. Again, thank you. The Math Forum

58. Alphamusic - The Continuum Translate this page Buch weyl, hermann - The Continuum A Critical Examination of the Foundationof Analysis. Startseite, International Customers click here! Suche, Profisuche. http://www.alphamusicstore.com/829/0486679829.html

Sehr geehrter Kunde, unsere Produktdatenbank wird derzeit aktualisiert. Daher können wir Ihnen im Augenblick nicht das von Ihnen gesuchte Original-Produkt anzeigen, sondern stellen Ihnen interessante Auktionen zu Ihrem Suchbegriff vor. Melden Sie sich jetzt bei Ebay an und bieten Sie für diese interessanten Produkte mit. Ihr Alphamusic-Team Produkt Preis Gebote Endzeit EUR 7.00 Alle 1 Artikel bei eBay aufrufen Ausschlussklausel

59. Pieter Debye, Hermann Weyl Translate this page Anfang Zurück Weiter Ende Index, Folie 17 von 55. http://siux00.physik.uni-siegen.de/~brandt/Schroedinger/sld017.html

60. OEUVRES Translate this page Weil, André, Oeuvres scientifiques Vol. 3 (1979). weyl, hermann, Gesammelte AbhandlungenVol. 1 (1968). weyl, hermann, Gesammelte Abhandlungen Vol. 2 (1968). http://www.iecn.u-nancy.fr/~eguether/bibliotheque/MotCle/node9.html

suivant: PHILOSOPHIE monter: MotCle HISTOIRE OEUVRES Abel, Niels Henrik Abel, Niels Henrik Artin, Emil The collected papers of Emil Artin (1965) Atiyah, Michael Collected works Vol. 1 (1988) Atiyah, Michael Collected works Vol. 2 (1988) Atiyah, Michael Collected works Vol. 3 (1988) Atiyah, Michael Collected works Vol. 4 (1988) Atiyah, Michael Collected works Vol. 5 (1988) Badrikian, Albert Oeuvres scientifiques (1990) Banach, Stefan Oeuvres Vol. 2 (1979) Bellman, Richard E. The Bellman continuum (1986) Bernoulli, Jakob Die Werke von Jakob Bernoulli Vol. 1 (1969) Bishop, Errett Selected papers (1986) Bochner, Salomon Selected mathematical papers of Salomon Bochner (1969) Bolzano, Bernard Bernard Bolzano's Schriften Vol. 1 (1930) Borel, Armand Oeuvres Vol. 1 (1983) Borel, Armand Oeuvres Vol. 2 (1983) Borel, Armand Oeuvres Vol. 3 (1983) Borel, Armand Oeuvres Vol. 4 (2001) Borel, Emile Oeuvres de Emile Borel Vol. 1 (1972) Borel, Emile Oeuvres de Emile Borel Vol. 2 (1972) Borel, Emile Oeuvres de Emile Borel Vol. 3 (1972) Borel, Emile Oeuvres de Emile Borel Vol. 4 (1972)

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