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  1. 10. Mai 2024 · In 1976, Simons received the American Mathematical Societys Oswald Veblen Prize in Geometry for his mathematical research, including the discovery of Chern-Simons invariants. “That work was good mathematics,” Simons said during a 2015 TED interview .

  2. Vor 6 Tagen · If one considers arbitrary differentiablity, then one speaks of smooth manifolds. For a general discussion see at manifold. Differential and smooth manifolds are the basis for much of differential geometry. They are the analogs in differential geometry of what schemes are in algebraic geometry.

  3. 11. Mai 2024 · Simons’ contributions to geometry, recognized with the prestigious Oswald Veblen Prize in 1976, not only advanced mathematical theory but also intersected with physics, particularly string theory. His research at this juncture would have far-reaching implications, influencing not only his own career trajectory but also broader ...

  4. www.cosmos-indirekt.de › Physik-Schule › Banesh_HoffmannBanesh Hoffmann – Physik-Schule

    13. Mai 2024 · Leben. Hoffmann studierte Mathematik und theoretische Physik an der Universität Oxford und ab 1929 an der Princeton University, wo er 1932 bei Oswald Veblen über projektive Relativitätstheorie promoviert wurde. 1935 bis 1937 war er am Institute for Advanced Study bei Albert Einstein.

  5. 16. Mai 2024 · He left the University of California, Berkeley at the age of 23 with a P h D in the subject, later winning the prestigious Oswald Veblen Prize in Geometry. He worked as a codebreaker at the...

  6. 25. Mai 2024 · Dennis Sullivan, an American mathematician, split his research activities between the US and France for years. A topologist, specialised in dynamics, he had a rare gift for promoting exchanges among researchers and motivating them to reach new heights in their thinking.

  7. Vor 2 Tagen · In 2007, he received the Oswald Veblen Prize in Geometry from the American Mathematical Society, jointly with Peter Kronheimer, "for their joint contributions to both three- and four- dimensional topology through the development of deep analytical techniques and applications."