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Élie Cartan

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Élie Cartan

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The holonomy was introduced by Élie Cartan (1926) in order to study and classify symmetric spaces.
En las conclusiones citadas, el Consejo consideró que, dentro del próximo marco financiero de la UE, y considerando las necesidades de todos los PTU, los futuros compromisos financieros deberán orientarse hacia su nivel actual teniendo en cuenta al mismo tiempo otras circunstancias predominantes y un equilibrio justo entre los intereses de ambas partes, en particular las necesidades de desarrollo de Groenlandia y las necesidades de la Comunidad de acceso continuado, de forma sostenible, a las poblaciones de peces presentes en aguas groenlandesas, así como las contribuciones financieras procedentes de terceras partesWikiMatrix WikiMatrix
Its clone inside Chandrasekhar will be named after Élie Cartan.
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The method of moving frames of Élie Cartan is based on taking a moving frame that is adapted to the particular problem being studied.
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The theory of Cartan connections was developed by Élie Cartan, as part of (and a way of formulating) his method of moving frames (repère mobile).
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He was a follower of Élie Cartan, working on the 'theory of equivalence' in his time in China from 1937 to 1943, in relative isolation.
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In the 1920s, the French mathematician Élie Cartan formulated Einstein's theory in the language of bundles and connections, a generalization of Riemannian geometry to which Cartan made important contributions.
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Historically, jet bundles are attributed to Ehresmann, and were an advance on the method (prolongation) of Élie Cartan, of dealing geometrically with higher derivatives, by imposing differential form conditions on newly introduced formal variables.
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A. Magnon and A. Ashtekar, Translation from French of Élie Cartan's work, "Sur les Varietes a Connexion Affine et la Relativite Generale" with a Commentary and Foreword by A. Trautman, Bibliopolis, Naples, 1986, 199 pages.
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Later work by Élie Cartan, Kurt Friedrichs and others showed more concretely how a geometrical generalization of Newton's theory of gravity known as Newton–Cartan theory could be understood as a (degenerate) limit of general relativity.
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Élie Cartan - Wikipedia
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His teacher and friend at this time was Father Racine, a missionary who had obtained his doctorate under the supervision of Élie Cartan.
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He was professor between 1911 and 1942, at the Université Libre de Bruxelles. Initially he continued the work of Henri Poincaré and Élie Cartan.
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Élie Joseph Cartan (1869-1951), French mathematician who did fundamental work in the theory of Lie groups and their geometric applications. Academic pages in English. Thanks.
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