Tony Feng (May 20, 2022): Enumerative arithmetic geometry and automorphic forms
1:01:27
YouTubeAlgebraic Geometry at Stanford
Tony Feng (May 20, 2022): Enumerative arithmetic geometry and automorphic forms
The problem of counting vectors with given length in a lattice turns out to have much more structure than initially expected, and is connected with the theory of so-called automorphic forms. A geometric analogue of this problem is to count global sections of vector bundles on a curve over a finite field. The generating functions for such counts ...
993 viewsMay 21, 2022
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