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  1. Campo (s) matemática. Tese. 1956: A Global Formulation of the Lie Theory of Transformation Groups. [ edite no Wikidata] Richard Sheldon Palais ( Lynn (Massachusetts), 22 de maio de 1931) é um matemático estadunidense .

  2. Richard Sheldon Palais (born May 22, 1931) is an American mathematician working in differential geometry . Education and career. Palais studied at Harvard University, where he obtained a BA in 1952, a MA in 1954 and a Ph.D. in 1956.

    • American
  3. De Wikipedia, a enciclopédia livre Richard Sheldon Palais ( Lynn (Massachusetts) , 22 de maio de 1931 ) é um matemático estadunidense . Quick facts: Richard Palais...

  4. Buffer zone. 9,467 ha. The Palace of Versailles ( / vɛərˈsaɪ, vɜːrˈsaɪ / vair-SY, vur-SY; [1] French: château de Versailles [ʃɑto d (ə) vɛʁsɑj] ⓘ) is a former royal residence commissioned by King Louis XIV located in Versailles, about 19 kilometers (12 mi) west of Paris, France . The palace is owned by the government of France ...

    • 1661
    • Versailles, France
    • Government of France
  5. Richard Sheldon Palais (né le 22 mai 1931 à Lynn, Massachusetts) est un mathématicien américain qui travaille en géométrie différentielle et analyse globale.

  6. Richard S. Palais' Books and Papers. A Definition of the Exterior Derivative in Terms of Lie Derivatives , Proc. Amer. Math. Soc. 5 (1954) 902-908. A Global Formulation of the Lie Theory of Transformation Groups, Memoirs of the Amer. Math. Soc. 22 (1957). On the Differentiability of isometries, Proc. Amer. Math. Soc. 8 (1957) 805-808.

  7. The proof sketched in this announcement was never published by them, though it appears in Palais's book. It appears also in the "Séminaire Cartan-Schwartz 1963/64" [6] that was held in Paris simultaneously with the seminar led by Richard Palais at Princeton University .