21. Regelverhalten Festigkeit Und Dynamische Probleme (Bd II) Traupel Walter Translate this page Brebbia CA, Keramidas Comp Nieuwenhuys Rudolf, Voog The rham georges de Differentiabl Müller Johannes, Krauß Hand degradation of Pesticides http://www.easybuchdirekt.de/Traupel-Walter-Regelverhalten-Festigkei-3540105948.

Regelverhalten Festigkeit und dynamische Probleme (Bd II) Traupel Walter Titel: Regelverhalten Festigkeit und dynamische Probleme. (Bd. II) Autor: Traupel Walter Rubrik: Maschinenbau Fertigungstechnik Kategorie: Fachbücher Kiy M. Ein disaggregiertes Pr... Ungern-Sternberg T.R.v. Zur A... Paul M., Robinet B. Internat... Denecke Hans Joachim, Ey Die ... ... Home

22. Fireball Shop Translate this page mehr . € 106,95. Von Buchkatalog.de, shopinfo, auswählen. rham,georges de Differentiable Mani 1984. X, 167 p. 24 cm mehr . € 96,25. http://shopping.fireball.de/scripts/fb/browse.php?mid=447&cat=179

23. Interrogation AUTEUR:217 Translate this page AUTEUR rham, georges de 1 réponse. Variétés différentiables-formes,courants, formes harmo - rham, georges de-3e éd. rev. http://scd.univ-tln.fr/cgi-bin/bibrebond?AUTEUR:217

24. RHAM Georges De Bücher Translate this page rham georges de. Oeuvres mathematiques. null Geneve 1981.1 portr. 752 p. OToile. weiter zu rham georges de http://www.tw-buchversand.de/r/rham_georges_de.html

RHAM Georges de Oeuvres mathematiques. null Geneve 1981. 1 portr. 752 p. OToile. weiter zu RHAM Georges de

25. Encyclopædia Britannica georges de rham University of St.Andrews, Scotland Introduction to the life andworks of this Swiss mathematician known for his contributions in de rham http://www.britannica.com/search?query=georges leclanche&ct=igv&fuzzy=N&show=10&

26. New Books April 2000 Leonard. 1984, QA614.3.R4713 1984, Differentiable manifolds Forms,currents, harmonic forms, de rham, georges. Physics Books 2000, http://www.princeton.edu/~finelib/apr00bks.html

New Books (April 2000) Math or Physics or Other Date of Publ Call Number Title Author Math Books... Number from Ahmes to Cantor Gazale, Midhat Geometric calculus: According to the Ausdehnungslehre of H. Grassmann Peano, Giusepps Growth of algebras and Gelfand-Kirillov dimension Krause, Gunter R Applied functional analysis Aubin, Jean Pierre A course in operator theory Conway, John B. The action principles and partial differential equations Christodoulou, Demetrois Foliations 1 Candel, Alberto QA613.658.S787 2000, v.1, c.4 Surveys on surgery theory, v.1 Cappell, Sylvain QA613.658.S878, v.1, c.3 Surveys on surgery theory, v.1 Cappell,Sylvain Geometric mechanics Talman, Richard Some ideas on information processing, thinking and genetics Temkin, A. Ya. Oriented matroids Bjorner, Andres Integral quadratic forms and lattices: Proceedings of the international conference on integral quadratic forms and lattices: 1998: Seoul,Korea Kim, Myung-Hwan John E. Freund's mathematical statistics Miller, Irwin QA3.A572 vol. 5 Proceedings of the St. Petersburg mathematical society Uraltseva, N. N. (ed)

27. Mathem_abbrev Harold de Fermat, Pierre de L'Hôpital, Guillaume de La Condamine, Charles, de Moivre,Abraham de Morgan, Augustus de Prony, Gaspard de rham, georges de Wronski http://www.pbcc.cc.fl.us/faculty/domnitcj/mgf1107/mathrep1.htm

Mathematician Report Index Below is a list of mathematicians. You may choose from this list or report on a mathematician not listed here. In either case, you must discuss with me the mathematician you have chosen prior to starting your report. No two students may write a report on the same mathematician. I would advise you to go to the library before choosing your topic as there might not be much information on the mathematician you have chosen. Also, you should determine the topic early in the term so that you can "lock-in" your report topic!! The report must include: 1. The name of the mathematician. 2. The years the mathematician was alive. 3. A biography. 4. The mathematician's major contribution(s) to mathematics and an explanation of the importance. 5. A historical perspective during the time the mathematician was alive. Some suggestions on the historical perspective might be: (a) Any wars etc. (b) Scientific breakthroughs of the time (c) Major discoveries of the time (d) How did this mathematician change history etc.

28. The Princeton Mathematics Community In The 1930s (PMC43) Whitney georges de rham, one of the best topologists from Switzerland, my son,and I climbed the Alexander Chimney of the East Face of Long's Peak one time http://libweb.princeton.edu/libraries/firestone/rbsc/finding_aids/mathoral/pmc43

The Princeton Mathematics Community in the 1930s Transcript Number 43 (PMC43) HASSLER WHITNEY (with ALBERT TUCKER) We are here at the Institute for Advanced Study in Princeton in Hassler Whitney's office on 10 April 1984. The interviewers are Albert Tucker from Princeton University and William Aspray from the Charles Babbage Institute. Tucker: Well, I guess you must have some recollections of the year that you were at Fine Hall as a National Research Council Fellow. That was '31-'32, wasn't it? Whitney: I have a very strong feeling about that year. It was a very wonderful year. It may not be quite so easy for me to find the details. I remember one item during the autumn: I think there were seven separate seminars in topology going on at the same time at one point. Tucker: Was it [James W.] Alexander that supposedly was your supervisor or [Solomon] Lefschetz or [Oswald] Veblen? Whitney: It was essentially Alexander. I don't remember if there was a formal requirement that I have a supervisor, but he served as one most of the time. Tucker: Whitney: I may have seen a lot more of Lefschetz than of Alexander, but I know that Alexander was the one I was most connected with, theoretically and preferably in a sense. After all he was a mountain climber, so how could I help it.

29. The Princeton Mathematics Community In The 1930s : Index Of Names 22 312 39-5,6,11 Davis, Herb 7-2 Davis, Martin 5-8 Davis, TH 42-3 debye, Peter1-1 deLury, A(Ifred) T(ennyson), dean at Toronto 31-2 de rham, georges 43-2 http://libweb.princeton.edu/libraries/firestone/rbsc/finding_aids/mathoral/pm05.

The Princeton Mathematics Community in the 1930s ©The Trustees of Princeton University, 1985 INDEX OF NAMES The number of the transcript is given first, followed by the page number for that transcript. Thus 16-23 is a reference to page 23 of transcript 16. (The designation (PMC16) 23 appears at the bottom of that page.) The transcript number is not repeated when, for a given name, there are references to several pages of the same transcript. The transcripts are in numerical order. (The name of the person being interviewed is not indexed for that interview. The occurrences of Albert Tucker's name are indexed only for those interviews in which he did not take part.) A B C D ... Z A Ackermann, W. Adams, C.R., [mathematician at Brown] Adams, Edwin Plimpton Addison, John Agnew, Ralph P. Ahlfors, Lars V. Albert, Adrian A. Alder, Henry Alexander, J(ames) W(addell) Alexander, Mrs. James, [wife of J.W. Alexander] Alexander, Mrs. John, [mother of J.W. Alexander] Alexandroff, Paul Alfing Alfven, H. Alger, P(hilip) L(angdon) Allen, R.G.D.

30. A rham cohomology of differential moduleson BOURION, georges L'ultraconvergence dans les séries de Taylor; 46 p. Paris http://www.unil.ch/ima/Bibliotheque/frame/page/catalogue/acqui_neuves_2.2001.aut

1. ABEL, Niels Henrik; STUBHAUG, Arild Niels Henrik Abel and his times (called too soon by flames afar ); 580 p. Berlin (etc.), 2000; Springer Emplacement: 01.1 ABE ; Cote: 15318 2. ANANTHARAMAN-DELAROCHE, C.; RENAULT, J. Amenable groupoids; 196 p. Emplacement: 22.2 ANA ; Cote: 15366 3. ANDRE, Yves; BALDASSARI, Franscesco Da Rham cohomology of differential modules on algebraic varieties; 214 p. Emplacement: 14.9 AND ; Cote: 15285 4. ANDREWS, George E.; ASKEY, Richard; ROY, Ranjan Special functions; 664 p. Cambridge, 2000; Cambridge University Press (Encyclopedia of mathematics and its applications, vol. 71) Emplacement: 33 AND ; Cote: 15210 sciences); 418 p. Paris, 1873; Gauthier-Villars 6. APPELL, Paul; LACOUR, Emile Paris, 1897; Gauthier-Villars et Fils Pi - unleashed; 270 p. Berlin (etc.), 2001; Springer Emplacement: 11.9 ARN ; Cote: 15267 Paris, 1908; Gauthier-Villars Emplacement: AA BAI ; Cote: 14619 Paris, 1907; Gauthier-Villars Emplacement: AA BAI ; Cote: 14616 10. BALSER, Werner

31. ICMI Bulletin No. 48, June 2000 André deLESSERT (Switzerland) Yasuo AKIZUKI (Japon) Heinrich BEHNKE (Germany) HansFREUdeNTHAL (Netherlands) georges de rham (Switzerland) President of IMU. http://elib.zib.de/IMU/ICMI/bulletin/48/EC_08_98.html

The International Commission on Mathematical Instruction ICMI Bulletin No. 48 June 2000 ICMI Executive Committees 1908-1998 During the fourth International Congress of Mathematicians, held in Rome in 1908, the following resolution was adopted: "The Congress, recognizing the importance of a comparative study on the methods and plans of teaching mathematics at secondary schools, charges Professors F. Klein, G. Greenhill, and Henri Fehr to constitute an International Commission to study these questions and to present a report to the next Congress." This resolution was submitted on the initiative of David Eugene Smith, who had suggested the idea of such an international commission three years earlier in the journal L'Enseignement Mathématique, in response to an article by Fehr. It marks the inception of the International Commission on Mathematical Instruction - although the Commission was known in its earlier years as the "International Commission on the Teaching of Mathematics". Over the years various Executives Committees of the Commission (first known as "Central Committees") have succeeded one another. The list of their officers and members appears below. This information has been gathered from the following sources: Georges de Rham, "L'Enseignement Mathématique - Revue internationale et la Commission internationale de l'enseignement mathématique (CIEM) - Notice historique", ICMI Bulletin 7 (1976) 29-34.

32. De_Rham georges de rham. Born 10 Sept 1903 in Roche, Canton Vaud, Switzerland Died 9 Oct1990 in Lausanne, Switzerland. Mathematiker Bild Show birthplace location. http://sfabel.tripod.com/mathematik/database/De_Rham.html

Georges de Rham Born: 10 Sept 1903 in Roche, Canton Vaud, Switzerland Died: 9 Oct 1990 in Lausanne, Switzerland Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Welcome page Georges de Rham However de Rham also held a position at the University of Geneva. He was appointed there as extraordinary professor in 1936, being promoted to full professor in 1953. He retired from Geneva and was given an honorary position there in 1973. In addition to these permanent appointments de Rham held a number of visiting professorships. He visited Harvard in 1949/50 and the Institute of Advanced Study at Princeton in 1950 and again in 1957/58. He also visited the Tata Institute in Bombay in 1966. In [4] Raoul Bott describes the context of de Rham's famous theorem:- In some sense the famous theorem that bears his name dominated his mathematical life, as indeed it dominates so much of the mathematical life of this whole century. When I met de Rham in 1949 at the Institute in Princeton he was lecturing on the Hodge theory in the context of his 'currents'. These are the natural extensions to manifolds of the distributions which had been introduced a few years earlier by Laurent Schwartz and of course it is only in this extended setting that both the de Rham theorem and the

33. Nouveautés: Janv-Mars 2000 Par Sujet Translate this page rham, georges de. georges de rham 1903 - 1990 / éd. par Daniel Bach, OscarBurlet et Pierre de la Harpe. - Le Brassus Impr. Dupuis, 1995. - 95 p. ill. http://dmawww.epfl.ch/BIBLIO_DMA/catalogue_dma/nouveautes/3_2000sujets.html

NOUVEAUTES Janvier - Mars 2000 par sujets SUJET AUTEUR NOTICE 00.A.05 DIEUDONNE, Jean Trad. de "Foundations of maodern analysis" ISBN 3-528-08290-9 00.A.05 DIEUDONNE, Jean 00.A.05 DIEUDONNE, Jean 00.A.05 DIEUDONNE, Jean Vol. 5 : Chapitre 21. - 1975. - 206 p. ; 25 cm. - (38) ISBN 2-04-000932-9 00.A.05 DIEUDONNE, Jean Vol. 6 : Chapitre 22. - 1968. - XIV, 197 p. ; 25 cm. - (39) ISBN 2-04-001127-7 00.A.05 DIEUDONNE, Jean ISBN 2-04-010082-2 00.A.05 DIEUDONNE, Jean ISBN 2-04-010273-6 00.A.05 ENCYCLOPEDIA... ISBN 0-8493-9640-9 00.A.05. FROCHAUX, Etienne ISBN 2-88292-005-9 00.A.05. HANDBOOK... HANDBOOK of discrete and computational geometry / ed. by Jacob E. Goodman, Joseph O'Rourke. - Boca Raton, Florida [etc.] : CRC Press, 1997. - XVI, 991 p. : ill. ; 25 cm. - (Discrete mathematics and its applications) ISBN 0-8493-8524-5 00.A.05.

34. Biography-center - Letter R r/reynolds/biograph.html; rham, georges de wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/de_rham.html;Rheia, www.messagenet http://www.biography-center.com/r.html

Visit a 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 R 483 biographies www-history.mcs.st-and.ac.uk/~history/Mathematicians/Renyi.html R. M., Williams www.abc.net.au/btn/australians/rmwilliams.htm Rabbitt, Eddie elvispelvis.com/eddierabbitt.htm Rabi, Isidor www.pbs.org/wgbh/amex/bomb/peopleevents/pandeAMEX80.html Rabi, Isidor Isaac www.nobel.se/physics/laureates/1944/rabi-bio.html Rabiah ibn Kab, www.usc.edu/dept/MSA/history/biographies/sahaabah/bio.RABIAH_IBN_KAB.html Rabin, Yitzhak www.nobel.se/peace/laureates/1994/rabin-bio.html Rabinow, Jacob web.mit.edu/invent/www/inventorsR-Z/rabinow.html Rachmaninoff, Sergei www.island-of-freedom.com/RACH.HTM Rackham, Arthur www.bpib.com/illustrat/rackham.htm#rackhamtop www-history.mcs.st-and.ac.uk/~history/Mathematicians/Rado.html Rademacher, Hans

35. ICMI Bulletin No. 48, June 2000 Andr?deLESSERT (Switzerland) Yasuo AKIZUKI (Japon) Heinrich BEHNKE (Germany) HansFREUdeNTHAL (Netherlands) georges de rham (Switzerland) President of IMU. http://www.kurims.kyoto-u.ac.jp/EMIS/mirror/IMU/ICMI/bulletin/48/EC_08_98.html

The International Commission on Mathematical Instruction ICMI Bulletin No. 48 June 2000 ICMI Executive Committees 1908-1998 During the fourth International Congress of Mathematicians, held in Rome in 1908, the following resolution was adopted: "The Congress, recognizing the importance of a comparative study on the methods and plans of teaching mathematics at secondary schools, charges Professors F. Klein, G. Greenhill, and Henri Fehr to constitute an International Commission to study these questions and to present a report to the next Congress." This resolution was submitted on the initiative of David Eugene Smith, who had suggested the idea of such an international commission three years earlier in the journal L'Enseignement Mathématique, in response to an article by Fehr. It marks the inception of the International Commission on Mathematical Instruction - although the Commission was known in its earlier years as the "International Commission on the Teaching of Mathematics". Over the years various Executives Committees of the Commission (first known as "Central Committees") have succeeded one another. The list of their officers and members appears below. This information has been gathered from the following sources: Georges de Rham, "L'Enseignement Mathématique - Revue internationale et la Commission internationale de l'enseignement mathématique (CIEM) - Notice historique", ICMI Bulletin 7 (1976) 29-34.

36. Members Of The School Of Mathematics de LEEUW, Karel, 196061. de LYRA, Carlos B. 1960-61. de rham, georges,1949-50, 1957-58. de WET, Jacobus S. 1938-40. deBEVER, Robert, 1947-48. http://www.math.ias.edu/dnames.html

DAI, Xianzhe DALLA VOLTA, Vittorio DANCHIN, Raphaël D'ANGELO, John P. DANI, Shrikrishna G. DANKNER, Alan DANSKIN, John M., Jr. DAR, Aparna DASKALOPOULOS, Georgios DASKALOPOULOS, Panagiota D'ATRI, Joseph E. DAUBECHIES, Ingrid DAVIDS, Norman DAVIDSON, Morley DAVIES, Edward B. DAVIS, Donald M. DAVIS, Horace C. DAVIS, Martin D. DAVIS, Michael DAWSON, John W., Jr. DAY, Jane DAY, Mahlon M. De SAPIO, Rodolfo V. de BARTOLOMEIS, Paolo de BRANGES, Louis de CATALDO, Mark de FARIA, Edson de la LLAVE, Rafael de la TORRE, Pilar de LEEUW, Karel de LYRA, Carlos B. de RHAM, Georges de WET, Jacobus S. DEBEVER, Robert DEDECKER, Paul DEGOND, Pierre DEHEUVELS, René DEIFT, Percy A. DEKKER, Jacob C.E. del PINO, Manuel DELANGE, Hubert DELIGNE, Pierre DELLACHERIE, Claude DELLAPIETRA, Stephen A. DELLAPIETRA, Vincent DELSARTE, Jean DENEF, Jan J. DENNIS, R. Keith DENY, Jacques DEODHAR, Vinay Vithal DESER, Stanley DESHOUILLERS, Jean-Marc DEURING, Max DEVINATZ, Allen deWITT, B.S. DI PERNA, Ronald J. DIACONU, Calin DIAMOND, Fred DIAMOND, Harold G. DIAS, Candido DIEDERICH, Klas DILIBERTO, Stephen P.

37. Reserve List 516.36 N218, A532, 1985. Variétés différentiables formes, courants,formes harmoniques / georges de rham. 501 A188S, no. 1222. http://www.math.duke.edu/~saper/Instruction/math262.S98/reserve_list.html

Reserve List The following books have been put on reserve in the Math/Physics Library. Title Call Number Differential forms in algebraic topology / Raoul Bott, Loring W. Tu. Riemannian geometry / Manfredo do Carmo ; translated by Francis Flaherty. Analysis on real and complex manifolds / R. Narasimhan. Variétés différentiables: formes, courants, formes harmoniques / Georges de Rham. 501 A188S, no. 1222 Differentiable manifolds : forms, currents, harmonic forms / Georges de Rham ; translated from the French by F.R. Smith ; introduction to the English edition by S.S. Chern. 510 G889, Bd.266 A comprehensive introduction to differential geometry, vol. 1 / Michael Spivak. 516.36 S761, C737, 1979, v. 1 Differential analysis on complex manifolds [by] R. O. Wells, Jr. Mail comments and suggestions concerning this site to saper@math.duke.edu Last modified: January 28, 1998

38. Institut De France - Recherche Translate this page Jean-Pierre RENARD Marcel RENAULT Louis RENOU Louis RENOUVIER Charles RENOUVIN PierreRÉSAL Henri REY Jean REY Robert REYER Louis rham georges RHEIMS Maurice http://www.institut-de-france.fr/franqueville/second_siecle/recherche_tome2.htm

L L M N O ... Z L L LABEYRIE Antoine LABORDE Alexandre LA BORDERIE Louis LABRIOLLE Pierre LABROUSSE Pierre LACASSAGNE Antoine LACAU Pierre LACAZE Marie LACHELIER Jules LACOMBE Olivier LACOMBE Paul LACOUR-GAYET Jean LACOUR-GAYET Jules LACRETELLE Amaury LAFENESTRE Georges LAFFITTE Paul LA FORCE Auguste LA GORCE Pierre LAIR Jules LA LANDE de CALAN Pierre LALAOUNIS Ilias LALLEMAND Jean-Pierre LALOUX Victor LALOY Jean LAMBERT LANDOUZY Louis LANDOWSKI Marcel LANDOWSKI Paul LANGERON Roger LANGEVIN Paul LANGFORS Arthur LANGLOIS Charles-Victor LANGLOIS Christian LANGLOIS Hippolyte LANKESTER Sir Edwin Ray LANNELONGUE Odilon LANTIER Raymond LAOUST Henri LAPICQUE Louis LAPIE Pierre-Olivier LAPORTE Yves LAPPARENT Albert LAPRADE Albert LAROCHE Emmanuel LARROUMET Louis LASTEYRIE DU SAILLANT Robert LATARJET Raymond

39. Gérofinance - Agence Immobilière Translate this page Yvan de rham, président du Groupe du même nom, n'a pas manqué lundi d la Venogepour ouvrir, dès cet été, une agence de vente au Boulevard georges-Favon. http://www.gerofinance.ch/presse_article/derham_toutlimmobilier.htm

TOUT l'IMMOBILIER - 10.04.2002 De Rham ouvre une succursale à Genève Les "pique-meurons" (Genevois) disent parfois que leurs voisins vaudois possèdent trois (principales) qualités: la prudence, la prudence et la prudence. Yvan de Rham, président du Groupe du même nom, n'a pas manqué lundi d'invoquer cette vertu en expliquant à la presse comment le développement de sa florissante entreprise l'amenait à franchir la Venoge pour ouvrir, dès cet été, une agence de vente au Boulevard Georges-Favon. Yvan de Rham était pour l'occasion encadré de deux Félicité: Pierre Félicité Ivanes, fondateur de Gérofinance SA, et son fils Jérôme, qui dirige depuis 2 ans l'agence De Rham à Nyon. A leurs côtés, Philippe Cardis, patron des ventes et des promotions de la grande firme immobilière vaudoise (No1 en courtage, No 2 ou 3 en gérance, au coude à coude avec Bernard Nicod et GECO). "Cette première succursale hors des frontières du Pays de Vaud" sera une joint-venture entre Gérofinance SA et De Rham, et ne s'occupera que de courtage (appartements, villas, immeubles, éventuellement promotions à plus long terme). Jérôme Félicité la dirigera, tout en gardant la responsabilité de Nyon, La Côte. Ni mariage, ni rachat

40. Gérofinance - Agence Immobilière Translate this page Il sera situé au 8, boulevard georges-Favon, soit à l'emplacement de feu la SSGI n'apas prévu de quitter à brève échéance le groupe de rham où il a http://www.gerofinance.ch/presse_article/derham_tribune.htm

TRIBUNE DE GENEVE Après avoir ouvert une succursale à Vevey en 1999, puis une agence à Nyon en 2000, le groupe vaudois vient de conclure une joint-venture avec Gérofinance. "Il ne porte que sur la vente" a précisé Yvan de Rham, présent hier à Genève. Et d'ajouter " Cet accord ne relève pas d'une haute stratégie. Il s'agit juste de répondre à des opportunités de personnes, d'une part et de transactions, autre part". L'ouverture du bureau de courtage en question est prévue pour cet été. Il sera situé au 8, boulevard Georges-Favon, soit à l'emplacement de feu la SSGI Kramer "Au début, il ne comprendra que trois ou quatre personnes annonce Jérôme Félicité, qui garde la charge du bureau de Nyon. Le fils de Pierre Félicité, fondateur et dirigant de la régie genevoise Gérofinance, n'a pas prévu de quitter à brève échéance le groupe de Rham où il a effectué ses premiers pas professionnels. "La situation actuelle est à l'avantage de Pierre Félicité et de moi-même. Et nous verrons bien comment les choses évoluent" répond prudemment Yvan de Rham. Pas de mariage en vue A ceux qui verraient dans cet joint-venture un rapprochement à moyen terme entre les deux régies, Pierre Félicité s'empresse de répondre par la négative: Gérofinance restera toujours en mains de la famille Félicité. A cette fin, j'ai mis en place de nouvelles structures indépendantes des banques. Quant à savoir si la direction opérationnelle sera assurée par mon fils, nous verrons bien."

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