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19 de jun. de 2024 · Dustin Clausen’s talk covers one of my favorite topics (the Cartan model for equivariant cohomology), making use of the new formalism for handling he has developed with Scholze for handling C-infinity manifolds in a more algebraic way.
8 de jun. de 2024 · German mathematician and Fields Medalist Peter Scholze collaborated in a Lean project—even though he told me he doesn’t know much about computers.
14 de jun. de 2024 · In the second, which is joint with with Peter Scholze, we define (using Efimov's continuous K-theory) a version of algebraic K-theory for analytic spaces and conjecture that it identifies with the (easily defined) K-theory analog of Deligne cohomology.
19 de jun. de 2024 · The Mystery of Spin. Posted on June 13, 2024 by woit. The following makes no claims to originality or any physical significance on its own. For a better explanation of some of the math and the physical significance of the use of quaternions here, see this lecture by John Baez. I’ve … Continue reading →. Posted in Uncategorized | 18 Comments.
10 de jun. de 2024 · Peter Scholze A German mathematician, Peter Scholze is known for his work in arithmetic algebraic geometry, particularly in the theory of perfectoid spaces. Fields Medal: 2018
9 de jun. de 2024 · German mathematician and Fields Medalist Peter Scholze collaborated in a Lean project—even though he told me he doesn’t know much about computers. With these formalization projects, not everyone...
31 de may. de 2024 · Dustin Clausen specializes in algebraic K-theory, finding connections between number theory and homotopy theory. In collaboration with Peter Scholze he has recently developed condensed mathematics, a new theory of analytic geometry, combining algebra and topology.
