Algebraic solutions to differential equations
Người báo cáo: Daniel Litt, University of Toronto, Canada
Time: Thursday, September 17, 14h00
Venue: Lecture hall 301, A5, Institute of Mathematics, VAST
Online participation: Join Zoom Meeting
https://us06web.zoom.us/j/82593112883?pwd=mHKEOY6K68tzbQEr0RpVVzl4BnrcaA.1
Meeting ID: 825 9311 2883
Passcode: 123456
Abstract: I'll survey a number of questions and results on classifying algebraic solutions to differential equations. These questions go back to work of Eisenstein, Kummer, and Schwarz on algebraic hypergeometric functions, and were pursued in the 20th century by Christol, Grothendieck, Katz, and others. In particular I will discuss some recent developments on classifying algebraic solutions to non-linear differential equations appearing in algebraic geometry--isomonodromy equations--and understanding their arithmetic.
Scientific secretary: Dao Van Thinh
Scientific advisor: Hélène Esnault
Contact: lsapm.info@math.ac.vn
