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Grossmann Marcel:     more books (18)

Sixth Marcel Grossmann Meeting on Recent Developments in Theoretical and Experimental General Relativity, Gravitation and Relativistic Field Theories (two volume set - Part A & Part B) by Humitaka Sato, 1992-05 Marcel Grossmann Meeting The Tenth Marcel Grossmann Meeting: On Recent Developments in Theoretical And Experimental General Relativity, Gravitation And Relativistic Field Theories Eighth Marcel Grossmann Meeting 2 Volume Set The Ninth Marcel Grossmann Meeting (Mgixmm): On Recent Developments in Theoretical and Experimental General Relativity, Gravitation, and Relativistic Field Theories: Proceedings of the Ninth Marcel Grossmann Meeting, Rome, Italy, 2-8 July 2000 PART C (PART C) Proceedings of the First Marcel Grossmann Meeting on General Relativity: Organized and held at the International Centre for Theoretical Physics, Trieste, ... University of Trieste, 7-12 July 1975 The Ninth Marcel Grossman Meeting: On Recent Developments in Theoretical and Experimental General Relavtivity, Gravitation, and Relativistic Field Theories by Marcel Grossmann Meeting on General Relativity 2000 University of rom, 2002-12 Darstellende Geometrie Leitfaden für den Unterricht an höheren Lehranstalten by Marcel Grossmann, 1906 Darstellende Geometrie by Marcel Grossmann, 1915 Darstellende Geometrie by Marcel Grossmann, 1906 The Fifth Marcel Grossmann Meeting on Recent Developments in Theoretical and Experimental General Relativity, Gravitation and Relativistic Field Theo: ... of Western Australia, 8-13 August, 1988 by Marcel Grossmann Meeting on General Relativity 1988 University of wes, David G. Blair, 1989-04 Proceedings of the Third Marcel Grossmann Meeting on General Relativity: Part A, 30 August--3 September, 1982, Shanghai, China Proceedings of the Fourth Marcel Grossmann Meeting on General Relativity, Held at the University of Rome LA Sapienza, 17-21 June, 1985/Parts A and B Marcel Grossmann Meeting on General Relativity, Parts A and B (2vols). by Remo (ed) Ruffini, 1980

lists with details

1. Grossmann
   A brief biography on Marcel Grossmann, a classmate of Einstein who was the first to find a connection Category Science Physics Relativity PeopleMarcel Grossmann. Born 9 April 1878 Marcel Grossmann attended schoolin Basel then studied mathematics at Zurich. In 1900 he became  
   http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Grossmann.html
   
   Extractions: Marcel Grossmann attended school in Basel then studied mathematics at Zurich. In 1900 he became an assistant to the geometer W Fiedler in Zurich. Grossmann was a classmate of Einstein Einstein turned to him for help with the mathematical formulation of the theory of general relativity. Grossmann discovered the relevance of the tensor calculus of Christoffel Ricci-Curbastro and Levi-Civita to relativity.

2. Fizikai Szemle 1993/5
   Asszisztense mindig matematikus volt. Kezdetben a bácskai születésu Mileva Maric,Einstein elso felesége, majd grossmann marcel és Lánczos Kornél is  
   http://www.kfki.hu/fszemle/archivum/fsz9305/mgy9305.html
   
   Extractions: Fizikai Szemle 1993/5. 169.o. KEMÉNY JÁNOS (Budapest,1926. május 31. - New Hampshire,1992. december 26.) Pesti gyökerek Kemény János, egy pesti fiú Amerikában valószínûleg a legismertebb magyar-amerikai tudós lett (Teller Edén kívül) az 1970-es, 1980-as években. A New York Times három hasábon búcsúztatta. Tartalmasan emlékezett meg róla a Washington Post, a Herald Tribune, a Guardian is. A pesti lapokban 3 sor jutott halála hírének. Meglepõ, hogy Magyarországon milyen kevesen ismerik nevét, személyiségét, hatását. Az Eötvös Társulat centenáriumi közgyûlésén tiszteletbeli tagjává választotta, de túl késõn történt. Az Eötvös-érmet már nem vehette át. Neves fiának tartozik szülõhazája azzal, hogy ezen az estén a megemlékezésen túl bemutatást és méltatást is adjon. Édesapja, Kemény Tibor magkereskedéssel, bankszakmával foglalkozott, édesanyja Fried Lucia volt. Családja a Belvárosban lakott, a mai Bajcsy-Zsilinszky út 36 számú házában (illetve költözve annak környékén, Tátra utca 5C alatt, Kálmán utca 22. III. 7-ben). - Talán a mai ünnepi alkalom indítékot adhat ahhoz, hogy emlékét táblával örökítsük meg. - Kemény János György a Rácz-féle elemibe járt. (Ide járt Neumann János

3. Marcel Grossmann
   Marcel Grossmann föddes år 1878 i Budapest i nuvarande Ungern. MarcelGrossmann dog år 1936. Tillbaka till Kosmologikas hemsida.  
   http://w1.371.telia.com/~u37103753/Scientists/Grossmann.html

4. Marcel Grossmann - Acapedia - Free Knowledge, For All
   acapedia.org home acapedia feedback. Friends of Acapedia Marcel Grossmann. FromWikipedia, the free encyclopedia. (There is currently no text in this page).  
   http://acapedia.org/aca/Marcel_Grossmann

5. Firmengeschichte
   Translate this page Beck Manuela beendet die Lehre und verlässt uns. 01.08.1999 grossmann marcelbeginnt die Lehre. 21.09.1999 Rüttimann Andreas wird als dipl.  
   http://www.parkoptik.ch/pages/firmengeschichte.htm

6. DDS - Bibliographie
   Translate this page Paris, 1997. grossmann marcel, «Ist die Schweiz ein Marschallplan-Land?»,in Schweizer Monatshefte, 1948/9. HAUSHERR Rudolf, Die  
   http://www.dodis.ch/d/bibliographie_multilat.asp
   
   Extractions: Multilaterale Beziehungen FLEURY Antoine, Bulletin critique dans la Revue suisse d'histoire Itinera , R.S.H., Berne, 1996, pp. 68-83. GLAS Elisabeth, Aufbruch der Schweiz in die multilaterale Welt. Die schweizerische Aussenpolitik 1965-1977 Itinera , Fasc. 18, 1996. Krisen und Stabilisierung. Die Schweiz in der Zwischenkriegszeit nach oben Europa Annuaire suisse de science politique, La Suisse et l'Europe , no 32, 1992. BINDSCHEDLER Rudolf L., , Basel, 1954. DRAGANITS Anton, Etudes et Sources , Edit. par R. Poidevin, Bruxelles, 1985, pp. 95-117. Cadmos Il rilancio dell'Europa e i Trattiti di Roma , Milano, 1989, pp. 393-413. Swiss Neutrality and Security , New York / Bern, 1990, pp. 97 ss. Genoa, Rapallo, and European Reconstruction in 1922 , Finnish Historical Society, 1993, pp. 189-200. , Bruxelles, 1995, pp. 175-195. The History of European Integration 1945-1994 , Moscow, 1995 (traduit en russe).

7. Alle KR Mit Buchstabe G
   Translate this page Grossmann Hans-Peter, SP, 1923, Andelfingen, 1975-83. grossmann marcel, Prof.Dr. FP, 1904, Zürich, 1955-67. Grossmann Rudolf, BGB, 1905, Regensdorf, 1953-63.  
   http://kantonsrat.zueri.ch/orga/memb/alle_kr/allekr_g.htm
   
   Extractions: Der Kantonsrat Name Partei Jahrgang Gemeinde Amtszeit Gadola Ernst SVP SP Winterthur Ganz Andreas SVP Ganz Fritz SP Embrach Gassmann Arthur SP Gattiker Caspar-Vital, Dr. FDP Gehrig Leo, Dr. SP Neftenbach Geiges Thomas CVP Herrliberg Gelb Kaspar CVP Genner Ruth Gerber Max SVP Gerber Rolf SVP SP Gerber-Weeber Doris SP Germann Willy CVP Winterthur Gerster Richard, Dr. GP Richterswil Gerteis Heinrich SP Winterthur Gessner Selma R. SP Gilgen Alfred, Dr. LdU Gilomen Werner SP Winterthur Giovannini Cesar LdU Gisler Konrad BGB Flaach Glattfelder Hans, Dr. LdU BGB Wallisellen SP Gnehm Albert FP Horgen Gnehm Max SVP Gohl Hans Rudolf SVP Goll Christine FraP! Good Peter SVP Bauma SP Kloten SP Gottschall Heinz, Dr. EVP Winterthur Graf Hermann SP Winterthur Graf Martin, Pfr. SP Graf-Widmer Andrea s. Widmer Graf A. SVP Volketswil EVP Grau Peter SD Grendelmeier Verena LdU Greuter Hans SVP Wallisellen Grob Heinrich, Dr.Ing.ETH SVP Uster Grob Paul, Dr. LdU Horgen Grossmann Bruno SVP Wallisellen Grossmann Hans-Peter SP Andelfingen Grossmann Marcel, Prof. Dr. FP Grossmann Rudolf BGB Regensdorf CVP Winterthur Gschwind Benedikt LdU SP Horgen Gubelmann Richard CVP Gubler Bernhard Andreas, Dr.

8. Vítejte Na RRL
   3. Zatloukal Lukáš, DR, 10, 11, 4, 15, 10, 0, 0. 4. Zatloukal Oldrich, N, 18,6, 6, 12, 16, 2, 0. 5. grossmann marcel, SR, 8, 6, 3, 9, 7, 1, 0. 6. Ivanovský Martin,N, 11, 6, 2, 8, 11, 0, 0.  
   http://rrl.webzdarma.cz/muzstva.php?tym=OLM

9. Vítejte Na RRL
   32. Drímalka Roman, DR, VK Aqua Quercus, 32, 17, 13, 30, 2, 30, 0.33. grossmann marcel, N, SLH Delfíni Blatec, 24, 19, 10, 29, 23, 1,0. 34. Ditrich  
   http://rrl.webzdarma.cz/milniky.php?akce=vsichni body

10. MG9 Home Page
    The Ninth marcel grossmann Meeting. on recent developments in theoretical and experimental general relativity,  
    http://www.icra.it/MG/mg9/mg9.htm
    
    Extractions: Rome, July 2 - 8, 2000 University of Rome "La Sapienza" l International Organizing Committee l International Coordinating Committee l Local Organizing Committee l Local Program Committee l PLENARY PROGRAM l PLENARY SPEAKERS l PARALLEL SESSIONS l PROCEEDINGS New Grossmann Awards l MAP for the hotels

11. THE NINTH MARCEL GROSSMANN MEETING
    THE NINTH marcel grossmann MEETING  
    http://www.wspc.com/books/physics/4977.html
    
    Extractions: In 1975 the Marcel Grossmann Meetings were established by Remo Ruffini and Abdus Salam to provide a forum for discussion of recent advances in gravitation, general relativity, and relativistic field theories. In these meetings, which are held once every three years, every aspect of research is emphasized — mathematical foundations, physical predictions, and numerical and experimental investigations. The major objective of these meetings is to facilitate exchange among scientists, so as to deepen our understanding of the structure of space–time and to review the status of both the ground-based and the space-based experiments aimed at testing the theory of gravitation. The Marcel Grossmann Meetings have grown under the guidance of an International Organizing Committee and a large International Coordinating Committee. The first two meetings, MG1 and MG2, were held in Trieste (1975, 1979). A most memorable MG3 (1982) was held in Shanghai and represented the first truly international scientific meeting in China after the so-called Cultural Revolution. Three years later MG4 was held in Rome (1985). It was at MG4 that "astroparticle physics" was born.

12. EINSTEIN "MATEMATIKUSA" - MARCEL GROSSMANN
    Fizikai Szemle 1995/7. EINSTEIN "MATEMATIKUSA" marcel grossmann Fehér Péter, Hajdú Mária  
    http://www.kfki.hu/fszemle/archivum/fsz9507/feher9507.html
    
    Extractions: Pécs Einstein nel kapcsolatos kutatásaink során több visszaemlékezésben találtunk említést Einstein “magyar származású munkatársáról", Grossmann Marcel rõl. Jelen cikkünkben az õ pályafutását, tudományos tevékenységét és Einsteinnel való kapcsolatát kívánjuk felvázolni. Családi háttér Grossmann családi hátterének vizsgálata világosan cáfolta a fent említett magyar származást. Apai nagyapja, Jean Grossmann (1812-1884) hönggi, anyai nagybátyja Friedrich Lichtenhahn (1806-1866) bázeli polgár volt. Apja, Jules Grossmann 1843-ban született a svájci határ közelében fekvõ francia Mühlhausenben. 1868-ban egy Budapesten tett utazás sorsdöntõ fordulatot hozott Jules életében. A kiegyezést követõ gazdasági fellendülést tapasztalva Jules úgy döntött, hogy Pesten folytatja üzleti tevékenységét. 1870-ben szerszámüzletet hozott létre, majd 1882-ben gazdasági gépgyárat alapított társával, Ranschenbach hal közösen. Grossmann tehetõs üzletembernek számított, vagyonát 1885-ben 150000 frankra becsülték. A cég 1889-tõl “Elsõ magyar gazdasági gépgyár részvénytársulat" nevet viselte, telephelye a Külsõ Váczi út 7. szám alatt volt A fiatal kereskedõ 1870-ben kötött elõször házasságot, a bázeli

13. Grossmann
    A brief biography on marcel grossmann, a classmate of Einstein who was the first to find a connection between tensor calculus and the theory of relativity.  
    http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Grossmann.html
    
    Extractions: Marcel Grossmann attended school in Basel then studied mathematics at Zurich. In 1900 he became an assistant to the geometer W Fiedler in Zurich. Grossmann was a classmate of Einstein Einstein turned to him for help with the mathematical formulation of the theory of general relativity. Grossmann discovered the relevance of the tensor calculus of Christoffel Ricci-Curbastro and Levi-Civita to relativity.

14. Grossmann
    Biography of marcel grossmann (18781936) marcel grossmann. Born 9 April 1878 in Budapest, Hungary  
    http://www-history.mcs.st-and.ac.uk/~history/Mathematicians/Grossmann.html
    
    Extractions: Marcel Grossmann attended school in Basel then studied mathematics at Zurich. In 1900 he became an assistant to the geometer W Fiedler in Zurich. Grossmann was a classmate of Einstein Einstein turned to him for help with the mathematical formulation of the theory of general relativity. Grossmann discovered the relevance of the tensor calculus of Christoffel Ricci-Curbastro and Levi-Civita to relativity.

15. References For Grossmann
    References for marcel grossmann. Dr. marcel grossmann, Verhandlungen derSchweizerischen naturforschenden Gesellschaft 118 (1937), 325329.  
    http://www-gap.dcs.st-and.ac.uk/~history/References/Grossmann.html

16. Marcel Grossmann Meetings
    marcel grossmann MEETINGS on general relativity Since 1975, the marcel grossmann Meetings have been organized in order to provide opportunities for discussing recent  
    http://www.icra.it/MG/Welcome.htm
    
    Extractions: on general relativity Since 1975, the Marcel Grossmann Meetings have been organized in order to provide opportunities for discussing recent advances in gravitation, general relativity and relativistic field theories, emphasizing mathematical foundations, physical predictions and experimental tests. The objective of these meetings is to elicit exchange among scientists that may deepen our understanding of spacetime structures as well as to review the status of ongoing experiments aimed at testing Einstein's theory of gravitation either from the ground or from space. Previous meetings have been held in Trieste (1975) and (1979), Shanghai (1982), Rome (1985), Perth (1988), Kyoto (1991), Stanford (1994) and Jerusalem (1997). Interested scientists should address a member from any one of the organizing committees or the conference secretariat. MG X MMIII

17. Marcel Grossmann Meetings
    marcel grossmann MEETINGS on general relativity. Since 1975, the marcelgrossmann Meetings have been organized in order to provide  
    http://www.icra.it/MG/
    
    Extractions: on general relativity Since 1975, the Marcel Grossmann Meetings have been organized in order to provide opportunities for discussing recent advances in gravitation, general relativity and relativistic field theories, emphasizing mathematical foundations, physical predictions and experimental tests. The objective of these meetings is to elicit exchange among scientists that may deepen our understanding of spacetime structures as well as to review the status of ongoing experiments aimed at testing Einstein's theory of gravitation either from the ground or from space. Previous meetings have been held in Trieste (1975) and (1979), Shanghai (1982), Rome (1985), Perth (1988), Kyoto (1991), Stanford (1994) and Jerusalem (1997). Interested scientists should address a member from any one of the organizing committees or the conference secretariat. MG X MMIII

18. Einstein "matematikusa" - Marcel GrossmannA Szerzi S Egyb Jogok A Dokumentum Sze
    THE SEVENTH marcel grossmann MEETING  
    http://www.mek.iif.hu/porta/szint/tarsad/tudtan/grossman/grossman.mek

19. Tenth Marcel Grossmann Meeting On General Relativity
    Translate this page Esta página usa quadros mas seu navegador não aceita quadros.  
    http://www.cbpf.br/mg10/WelcomeNew.html

20. MG10 - New Grossmann Awards
    marcel grossmann AWARDS. 9 th marcel grossmann Meeting 29 July 2000, Rome, Italy.Institutional Award Wednesday evening, 5 July, Sala Protomoteca Campidoglio.  
    http://www.cbpf.br/mg10/NGAwards.html

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