Quick Context: I will give an overview of recent progress by many people in analytic number theory over function fields like F_q(t), focusing on the ... Peter Shalen (University of Illinois at Chicago) Abstract: A theorem of Borel's asserts that for any positive real number $V$, there ...
Jordan Ellenberg Configurations Arithmetic Groups Cohomology And Stability -
I will give an overview of recent progress by many people in analytic number theory over function fields like F_q(t), focusing on the ... Peter Shalen (University of Illinois at Chicago) Abstract: A theorem of Borel's asserts that for any positive real number $V$, there ... Abstract: If not for a global pandemic, a bunch of mathematicians would have gathered in Germany to talk about what's going on in ...
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- I will give an overview of recent progress by many people in analytic number theory over function fields like F_q(t), focusing on the ...
- Peter Shalen (University of Illinois at Chicago) Abstract: A theorem of Borel's asserts that for any positive real number $V$, there ...
- Abstract: If not for a global pandemic, a bunch of mathematicians would have gathered in Germany to talk about what's going on in ...
- Joint IAS/PU Number Theory 3:30pm Simonyi 101 and Remote Access Topic: Braided Vector Spaces and
- Simon Marshall Institute for Advanced Study September 27, 2010 For more videos, visit
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