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  1. As contribuições matemáticas de Hamilton se deram principalmente no campo da Geometria diferencial e, mais especificamente, da análise geométrica. Ele é mais conhecido por ter descoberto o Fluxo de Ricci e ter iniciado um programa de pesquisa que levou à prova, por Grigori Perelmen , da Conjectura de Geometrização de ...

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  2. Richard Streit Hamilton (born 10 January 1943) is an American mathematician who serves as the Davies Professor of Mathematics at Columbia University. He is known for contributions to geometric analysis and partial differential equations.

  3. Richard Streit Hamilton 1943 (80 anos) Cincinnati: Residência: Estados Unidos: Nacionalidade: Estadunidense: Cidadania: Estados Unidos: Alma mater: Universidade Yale, Universidade de Princeton: Ocupação: matemático, professor universitário: Prêmios: Prêmio Oswald Veblen de Geometria (1996), Clay Research Award (2003), Prêmio Leroy P ...

  4. Summary. Richard Hamilton is an American mathematician famed for his important contributions to proving the Poincaré Conjecture. He has been awarded prestigious prizes including the Oswald Veblen Prize, the Clay Research Award, the Leroy P Steele Prize and the Shaw Prize. View five larger pictures. Biography.

  5. Richard Streit Hamilton ( Cincinnati, Ohio, 1943) es un profesor de matemáticas en la universidad de Columbia . Biografía. Posee el Bachelor of Arts desde 1963 de la Universidad de Yale y es doctor en Filosofía desde 1966 por la Universidad de Princeton.

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    • Richard Streit Hamilton
  6. Richard Hamilton. The 2003 Clay Research Award was made to Richard Hamilton for his discovery of the Ricci Flow Equation and its development into one of the most powerful tools of geometric analysis. Hamilton conceived of his work as a way to approach both the Poincaré Conjecture and the Thurston Geometrization Conjecture.

  7. Richard Streit Hamilton (born 10 January 1943) is an American mathematician who serves as the Davies Professor of Mathematics at Columbia University. He is known for contributions to geometric analysis and partial differential equations.