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         Cartan Elie:     more books (47)
  1. Theses Presentees A La Faculte Des Sciences De Paris (1894) (French Edition) by Elie Cartan, 2009-11-06
  2. Elie Cartan (1869-1951) (Translations of Mathematical Monographs) by M. A. Akivis and B. A. Rosenfeld, 1993-06-14
  3. The Theory of Spinors by Elie Cartan, 1981-02-01
  4. Elie Cartan and Albert Einstein: Letters on Absolute Parallelism
  5. Riemannian Geometry in an Orthogonal Frame: From Lectures Delivered by Elie Cartan at the Sorbonne in 1926-27 by Elie Cartan, S. P. Finikov, 2002-05
  6. Sur La Structure Des Groupes De Transformations Finis Et Continus (French Edition) by Élie Cartan, 2010-03-21
  7. Geometry of Riemannian Spaces: Lie Groups; History, Frontiers and Applications Series by Elie Cartan, 1983-08
  8. The Teory of Spinors by Elie Cartan, 1981-01-01
  9. Lecons Sur La Geometrie Des Espaces De Riemann by Elie Cartan, 1951
  10. Élie Cartan
  11. Methode de Calcul des Oscillations Mechaniques ou Electriques. Application aux Filtres (Journal de Mathematiques, tome XIX, fasc. no. 2, Extrait des Volumes Jubilaires Dedies a Mm. Elie Cartan et Emile Borel) by J. Haag, 1940
  12. Cartan connection: Differential geometry, Affine connection, Connection (principal bundle), Principal bundle, Solder form, Homogeneous space, Élie Cartan, ... form, Connection form, Curvature
  13. Connection Form: Mathematics, Differential geometry, Connection (mathematics), Moving frame, Differential form, Élie Cartan, Tensor, Principal bundle, ... (principal bundle), Differentiable manifold
  14. Théophile de Donder: Chemical Affinity, Gibbs Free Energy, Université Libre de Bruxelles, Henri Poincaré, Elie Cartan, Albert Einstein

81. BibScout - Institut Élie Cartan (Nancy): Institut Élie Cartan 1
Translate this page in der Ordnung der Bandzählung / Institut Élie cartan (Nancy) Institut Éliecartan 1 Institut Élie cartan (Nancy) Institut Élie cartan 1
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82. Institut Élie Cartan
Translate this page Institut E. cartan de Mathématiques, Université Nancy 1, iecn.
http://www.iecn.u-nancy.fr/

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83. Élie Cartan - Wikipedia, The Free Encyclopedia
Élie Joseph cartan (9 April 1869 6 May 1951) was an influential French cartan added the exterior derivative, as an entirely geometric and
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‰lie Cartan
From Wikipedia, the free encyclopedia.
‰lie Joseph Cartan 9 April 6 May ) was an influential French mathematician , who did fundamental work in the theory of Lie groups and their geometric applications. He also made significant contributions to mathematical physics differential geometry , and group theory Cartan was born in Dolomieu in Savoie , and became a student at the ‰cole Normale Superieure in Paris in 1888. After his doctorate in 1894, he took lecturing positions in Montpellier and Lyon , becoming a professor in Nancy in 1903. He took a lecturing position in Paris in 1909, becoming professor in 1912, and retiring in 1942. He died in Paris. He was the father of the mathematician Henri Cartan By his own account, in his Notice sur les travaux scientifiques , the main theme of his works (numbering 186 and published throughout the period 1893-1947) was the theory of Lie groups . He began by working over the foundational material on the complex simple Lie algebras , tidying up the previous work by Engel and Wilhelm Killing . This proved definitive, as far as the classification went, with the identification of the four main families and the five exceptional cases. He also introduced the

84. Science Timeline
cartan, Élie. 1894. Sur la structure des groupes finis et continus. In Éliecartan. 1952. Oeuvres Complètes. I (2). Paris GauthierVillars. cartan, Élie.
http://www.sciencetimeline.net/bibliography.htm
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Abbott, Edwin A. 1884. Flatland: A Romance of Many Dimensions. Gutenberg Project: http://promo.net/cgi-promo/pg/t9.cgi?entry=97 Adam, Neil Kensington. 1930. The Physics and Chemistry of Surfaces . Oxford: Clarenton Press. Aepinus, F. U. T. 1759 [1979]. Physical Review Letter. Nature Physical Review. Physical Review. Cell Proceedings of the National Academy of Sciences, U. S. A. The Journal of Comparative Neurology. Scientific American , Dec. 94-100. Arabidopsis thaliana. Nature. Annual Review of Microbiology Aristotle. 1928. Works of Aristotle Topica. W. A. Pickard-Cambridge, tr. Oxford: Clarendon Press. Aristotle. 1930. Works of Aristotle. De Caelo. J. L. Stokes, tr. Oxford: Clarendon Press. Physical Review Letters Physical Review D. Proceedings of the National Academy of Sciences. Bachelard, Gaston.1934 [1984]. The New Scientific Spirit. A. Goldhammer, tr. Boston:Beacon Press.

85. Science Timeline
cartan, Élie Joseph, 1894, 1913, 1964. Carter, Brandon, 1970. Carus, Carl Gustav,1846. Casaubon, Isaac, 1614. Caspersson, Torbjörn, 1940
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Select Index Letter:
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b c d ... w-x-y-z
Cacciatore, Niccola, 1835 Calcidius, middle third century calendar stones, 4800 bce Calvin, Melvin, 1957, 1969 Cambridge Instruments, 1965 Camerarius, Rudolph Jakob, 1694 Cameron, Alastair G. W., 1957 Campbell, Douglas E., 1991 Canano, Giambattista, 1541 Cann, Rebecca, 1987 Cannizzaro, Stanislao, 1855 Cannon, Walter, 1932 Cantor, Georg, 1869 Cao, Tian Yu, 1997 Cardano, Girolamo, 1545, 1554, 1562 Carlisle, Anthony, 1800 Carnot, Lazare Nicolas Marguerite, 1783, 1803 Carothers, Wallace Hume, 1937 Carrier, Willis H., 1901 Carruthers, Marvin, early 1980s Carson, Rachel Louise, 1962 Carter, Brandon, 1970 Carus, Carl Gustav, 1846 Casaubon, Isaac, 1614

86. Kosmologika - Vetenskapsmännen - Élie Cartan
Élie cartan föddes den 9 april år 1869 i Dolomieu, i de franska Alperna, som sontill en smed och skulle komma att bli en av 1900talets absolut främsta
http://www.kosmologika.net/Scientists/Cartan.html
Födelseland: Frankrike Födelseår: 1869 Död år: 1951 Élie Cartan föddes den 9 april år 1869 i Dolomieu, i de franska Alperna, som son till en smed och skulle komma att bli en av 1900-talets absolut främsta matematiker. Trots att familjen inte var välbärgad så lyckades han finansiera sina studier tack vare stipendier. Han började vid l'Ecole Normale år 1888 och doktorerade där år 1894. Hans avhandling innehåller ett stort bidrag till Lie algebran där han fulländade klassificeringen av de semienkla algebrorna som Wilhelm Killing (1847-1923) huvudsakligen hade funnit. Han inriktade sig därefter till teorin om associativa algebror och undersöke strukturen hos dessa över det reella och komplexa fältet; Joseph Wedderburn (1882-1948) skulle komma att fullända Cartans arbete inom detta område. Mellan åren 1894 och 1896 så undervisade han i Montpellier. Det var under tiden i Lyon som han år 1901 uppfann den yttre (exterior) derivatan som han han använde inom teorin för differentialekvationer samt Lie grupper som han också hade varit med om att utveckla. Han tillämpade Grassmanns algebra för teorin hos yttre differentialformer. Efter åren i Lyon så flyttade han vidare till Nancy år 1903 där han stannade till år 1909 då han slutligen flyttade till Paris och Sorbonne universitetet där han blev professor i matematik år 1912. År 1904 så inriktade sig Cartan på differentialekvationer och från år 1916 huvudsakligen på differentialgeometri. År 1913 så fann han den

87. AskOxford: AskOxford.com Home Page
Élie cartan (18691951). MA Akivis and BA Rosenfeld. Price £95.50 (Hardback)08218-4587-X Publication date 16 September 1993
http://www.oup.co.uk/isbn/0-8218-4587-X?view=ask

88. Biografía Matemáticos:Elie Joseph Cartan (1/3)
Translate this page Página dedicada a la biografía Niels Henrik Abel, matemático noruego del siglo XIX.
http://www.divulgamat.net/weborriak/Historia/MateOspetsuak/Cartan.asp
Textos on-line Exposiciones virtuales Recursos en Internet Elie Joseph Cartan (1 de 3)
Autor: Pascual Lucas (Universidad de Murcia) Quiénes somos Sugerencias Agradecimientos Homenajes ... Noticias DivulgaMAT

89. Biografía Matemáticos:Elie Joseph Cartan (Bibliografía)
Translate this page Página dedicada a la biografía Niels Henrik Abel, matemático noruego del siglo XIX.
http://www.divulgamat.net/weborriak/Historia/MateOspetsuak/CartanBiblio.asp
Textos on-line Exposiciones virtuales Recursos en Internet Florian Cajori. A History of Mathematics. Chelsea Publising Company, 1995.
Internet. URL:
www-history.mcs.st-andrews.ac.uk/history/Mathematicians/Cartan.html
M.A. Akivis y B. Rosenfeld: Elie Cartan (1869-1951). Providence R.I., 1993.
S.S. Chern y C. Chevalley: Elie Cartan, Bull. Amer. Math. Soc. 58 (1952).
R. Debever (ed.): Elie Cartan-Albert Einstein : letters on absolute parallelism, 1929-1932. Princeton, 1979.
Dictionary of Scientific Biography. (New York 1970-1990).
W.V.D. Hodge: Obituary: Elie Cartan, J. London Math. Soc. 28 (1953), 115-119.

90. Photothèque De L'INRIA : Institut Élie Cartan : Les Logos
Élie cartan (INRIA, universitéde Nancy1 et CNRS), sur la façade du bâtiment.
http://www.inria.fr/MULTIMEDIA/Phototheque/0-Fiches-Photos/PCD4030-Textes/0070-f
INRIA Lorraine - LORIA

L Le projet NUMATH fait partie de cet institut. ou sous forme de diapositive couleur

91. Photothèque De L'INRIA : L'entrée De L'institut Élie Cartan
Élie cartan (INRIA, université de Nancy1 et CNRS), sur lecampus scientifique de Villers lès Nancy.
http://www.inria.fr/MULTIMEDIA/Phototheque/0-Fiches-Photos/PCD4030-Textes/0069-f
INRIA Lorraine - LORIA

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92. Biografia De Cartan, Élie-Joseph
Translate this page cartan, Élie-Joseph. (1869-1951) Matemático francés, n. en Dolomieu (Isère) y m.en París. Colaborador de Einstein, sentó las bases de la teoría de los
http://www.biografiasyvidas.com/biografia/c/cartan_elie.htm
Inicio Buscador Las figuras clave de la historia Reportajes Los protagonistas de la actualidad (1869-1951) Matemático francés, n. en Dolomieu (Isère) y m. en París. Colaborador de Einstein, sentó las bases de la teoría de los grupos continuos. Escribió Leçons sur les invariants intégraux (1922), Les espaces métriques fondés sur la notion d'aire (1933) y Les systèmes différentiels extérieurs et leurs aplications géométriques (1948). Enseñó en las universidades de Montpellier, Lyon, Nancy (1903) y París (1912). Perteneció a la Academia de Ciencias (1931). Inicio Buscador Recomendar sitio

93. Bulletin Of The American Mathematical Society
Élie cartan, Les groupes réels simples finis et continus, Ann. Sci. Élie cartan,Nombres complexes, in Encyclopédie des sciences mathématiques, 1, ed.
http://www.ams.org/bull/2002-39-02/S0273-0979-01-00934-X/home.html

ISSN 1088-9485(e) ISSN 0273-0979(p) Previous issue Table of contents Next issue
Articles in press
... All issues The octonions Author(s): John C. Baez.
Journal: Bull. Amer. Math. Soc.
MSC (2000): Primary 17-02, 17A35, 17C40, 17C90, 22E70
Posted: December 21, 2001
Errata: Bull. Amer. Math. Soc. (N.S.) 42 (2005), 213
Retrieve article in: PDF DVI TeX PostScript ... Additional information Abstract: The octonions are the largest of the four normed division algebras. While somewhat neglected due to their nonassociativity, they stand at the crossroads of many interesting fields of mathematics. Here we describe them and their relation to Clifford algebras and spinors, Bott periodicity, projective and Lorentzian geometry, Jordan algebras, and the exceptional Lie groups. We also touch upon their applications in quantum logic, special relativity and supersymmetry. References:
John F. Adams, On the non-existence of elements of Hopf invariant one

94. Carte - Definition Of Carte By The Free Online Dictionary, Thesaurus And Encyclo
cartan s theorem cartan s theorem A cartan s theorems A and B cartan, ÉlieJoseph cartanKähler theorem Cartaxo Cartbote
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Cite / link Email Feedback Carte (kärt) Richard D'Oyly British theatrical producer associated with the works of W.S. Gilbert and Arthur Sullivan. Thesaurus Legend: Synonyms Related Words Antonyms Noun carte - a list of dishes available at a restaurant; "the menu was in French" bill of fare carte du jour menu card ... bill - a list of particulars (as a playbill or bill of fare) a la carte - a menu having individual dishes listed with separate prices prix fixe - a menu listing fixed meals at fixed prices table d'hote - a menu offering a complete meal with limited choices at a fixed price Mentioned in References in classic literature a la carte authorisation authority authorization ... table d'hote I'll give you carte blanche as to what you serve, but it must be of the best.

95. History Of Astronomy: Persons (C)
cartan, Élie Joseph (18691951) Solar system feature named after him. No otherrelation to astronomy known to us. Short biography and references (MacTutor
http://www.astro.uni-bonn.de/~pbrosche/persons/pers_c.html
History of Astronomy Persons
History of Astronomy: Persons (C)
Deutsche Fassung

96. G. David Kerlick Publications
cartan, Élie, On a Generalization of the notion of Riemann curvature and spaceswith torsion.(English) Translated from the French by GD Kerlick.
http://www.eskimo.com/~davidk/prof/pubs.html
Technical Publications of G. David Kerlick
See also AMS MathSciNet. Last revised 7 March, 2000.
Categories
Relativity and Gravitation
Computational Fluid Dynamics
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Relativity and Gravitation
  • The Effect of Intrinsic Spin on Neutron Stars in the Einstein-Cartan Theory of Gravity, Astrophys. J., 185 (1973) pp.631-633.
  • General Relativity with Spin and Torsion and its Deviation from Einstein's Theory with F.W. Hehl and P. v.d. Heyde. Phys. Rev. D(3) Vol. 10 (1974) pp. 10661069. in MathSciNet
  • Spin and Torsion in General Relativity: Foundations, and Implications for Astrophysics and Cosmology. Ph.D. Thesis, Princeton University, January 1975. Available from University Microfilms, Ann Arbor, Michigan.
  • Cosmology and Particle Pair Creation in the Einstein-Cartan-Sciama-Kibble Theory of Gravity. Phys. Rev. D12 (1975) pp. 3004-3006.
  • "Bouncing" of Simple Cosmological Models with Torsion. Annals of Physics (N.Y.) 99, No. 1, July 1976, pp.127-141, and 104, No. 3, April 1977, pp. 503-504.
  • Cosmology and Gravitation (Bologna, 1979), 489491, NATO Adv. Study Inst.Ser. B: Physics
  • 97. Élie Cartan - Wikipedia
    Translate this page Élie cartan (9 de abril 1869 - 6 de mayo 1951) fue un matemático Francés, cartan agregó la derivada exterior, como operación enteramente geométrica e
    http://es.wikipedia.org/wiki/Élie_Cartan
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    ‰lie Cartan
    De Wikipedia, la enciclopedia libre.
    ‰lie Cartan 9 de abril 6 de mayo ) fue un matem¡tico Franc©s , quien hizo trabajos fundamentales en la teor­a de grupos de Lie y sus usos geom©tricos. Naci³ en Dolomieu en Savoya , y devino estudiante de la ‰cole Normale en Par­s en . Despu©s de su doctorado en , tom³ cargos en Montpellier y Lyon , haci©ndose profesor en Nancy en 1903. Tom³ cargos en Par­s en , y se convert­a en profesor en , se retir³ en . Muri³ en Par­s. Fue padre del matem¡tico Henri Cartan Por su propio criterio, el tema principal de sus trabajos (186 publicados a trav©s del per­odo ) fue la teor­a de grupos de Lie . Comenz³ trabajando sobre el material fundacional de las [¡lgebra]]s de Lie simples complejas, ordenando el trabajo previo de Engel y Killing. Este result³ en la clasificaci³n definitiva, con la identificaci³n de las cuatro familias principales y de los cinco casos excepcionales. Tambi©n introdujo el concepto de grupo algebraico , que no ser­a desarrollado seriamente antes de Defini³ la noci³n general de forma diferencial antisim©trica, en el estilo ahora usado; su enfoque a los grupos de Lie con las

    98. Élie Cartan - Wikipédia
    Élie Joseph cartan suit des études secondaires à Théoricien de talent, Élie cartan possède aussi une grande aptitude à faire
    http://fr.wikipedia.org/wiki/Élie_Cartan
    Wikim©dia a besoin de votre aide notre page de collecte de fonds pour plus de d©tails.
    ‰lie Cartan
    Un article de Wikip©dia, l'encyclop©die libre.
    ‰lie Cartan , n© le 9 avril Dolomieu et mort le 6 mai Paris , ©tait un math©maticien fran§ais modifier
    Biographie
    Issu d'un milieu modeste, ‰lie Joseph Cartan suit des ©tudes secondaires   Grenoble et vient   Paris au lyc©e Janson-de-Sailly pr©parer l' ‰cole normale sup©rieure o¹ il est admis en . Il soutient son doctorat en , puis enseigne successivement dans les universit©s de Montpellier , de Lyon et de Nancy , avant d'ªtre nomm©   la Sorbonne en . Il est admis en   l' Acad©mie des sciences et prend sa retraite en . Il est le p¨re du math©maticien Henri Cartan modifier
    Travaux
    Ses premi¨res recherches math©matiques concernent les groupes et alg¨bres de Lie . On lui doit en 1894 une classification de ces derni¨res sur le corps des nombres complexes . Il se tourne ensuite vers la th©orie des alg¨bres associatives . Vers 1910, il introduit la notion de spineur vecteur complexe qui permet d'exprimer les rotations de l' espace par une repr©sentation bidimensionnelle et ce, avant la d©couverte du

    99. Una Página Dedicada Al Fascinante Universo De Las Matemáticas
    Translate this page Matemático francés, hijo de Élie Joseph cartan (Nancy,1904). Miembro fundadordel colectivo Bourbaki. Sus trabajos versan sobre funciones de una variable
    http://www.matematicas.net/paraiso/dicciona.php?id=c

    100. Equipes Et Groupements De Recherche

    http://www.univ-nancy2.fr/EQUIPES_RECHERCHE/apercuEquipe.php?idEq=65

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