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Calendar: Events for week of April 23, 2018
April 17
12:30 pm
Mark Perlman
“How to Use a Chalkboard”
April 23
1:00 pm
Ipsita Datta
“Symplectic Homolgy”
April 23
2:30 pm
Brian Lawrence (Columbia University)
“Diophantine Problems and a p-adic Period Map”
April 23
4:00 pm
Probability Seminar
Sequoia Hall Room 200
David Aldous (UC Berkeley)
“Limits for Processes over General Networks” See attached: April 23.pdf
April 24
2:30 pm
Erick Knight (University of Toronto)
“Governing Fields for Cyclic Cubic Extensions”
April 26
4:30 pm
Bryna Kra (Northwestern)
TBA
April 27
11:30 am
Alex Dunlap
TBA
April 27
12:30 pm
Yuval Widgerson
TBA
April 27
3:00 pm
Carolyn Abbott (UC Berkeley)
TBA
April 27
4:00 pm
Sean Howe (Stanford)
“Motivic Random Variables and Random Matrices” As first shown by Katz-Sarnak, the zero spacing of L-functions of smooth plane curves over finite fields approximate the infinite random matrix statistics observed experimentally for the zero spacing of the Riemann-Zeta function (arbitrarily well by first taking the size of the finite field to infinity, and then the degree of the curve to infinity).
Stanford University Department of Mathematics
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