Jacob Tsimerman, The André--Grothendieck period conjecture over function fields
Unlikely Intersections and Connections to Geometry - Jacob Tsimerman
The André-Oort conjecture follows from the Colmez conjecture - Jacob Tsimerman
Jacob Tsimerman - An introduction to O-minimal structures: tameness of the real exponential
Jacob Tsimerman - o-minimality and complex analysis
Jacob Tsimerman - Tutorial I: Hodge theory
Jacob Tsimerman: The geometric Andre–Grothendieck period conjecture
Ax-Schanuel for Shimura Varieties - Jacob Tsimerman
Period mappings are definable in the o-minimal structure ℝan,exp - Jacob Tsimerman
Jacob Tsimerman - BSD and Estimates for Class Groups of Number Fields
Jacob Tsimerman, Unlikely intersections and the André-Oort conjecture
Functional transcendence and arithmetic applications – Jacob Tsimerman – ICM2018
Lecture 18: Diophantine Problems in Number Theory by Professor Jacob Tsimerman
MCA Prize Lecture: Jacob Tsimerman (University of Toronto, Canada)
Jacob Tsimerman - o-minimality and Hodge Theory
Jacob Tsimerman. "O-minimal methods in Hodge Theory" (Lecture 2)
Jacob Tsimerman - Large Compact Subvarieties of A_g
Jacob Tsimerman University of Toronto O minimality and Hodge Theory
Lecture 1: Diophantine Problems in Number Theory by Jacob Tsimerman
Jacob Tsimerman - o-minimality and Unlikely Intersections
Lecture 20: Diophantine Problems in Number Theory by Professor Jacob Tsimerman
Lecture 23: Diophantine Problems in Number Theory by Professor Jacob Tsimerman
Lecture 24: Diophantine Problems in Number Theory by Professor Jacob Tsimerman
Lecture 10: Diophantine Problems in Number Theory by Jacob Tsimerman
Lecture 28: Diophantine Problems in Number Theory by Professor Jacob Tsimerman
