Seminars and Talks
Seminars Co-Organized
Deformation Theory Learning Seminar, co-organized with Saket Shah, 2023-24 Spring Semester
Student "Weil II" Learning Seminar, co-organized with Calvin Yost-Wolff, 2022-23 Fall Semester
Posters
"Fourier-Mukai Equivalence of Abelian Varieties and K3 Surfaces in Positive and Mixed Characteristics"
RTG 2024 Workshop and Retreat "Local Systems in Algebraic Geometry" Columbus, OH, USA, May 2024.
Talks Given at the University of Michigan (click to expand)
Deformation of derived equivalence between Calabi-Yau varieties
(deformation theory learning seminar), 2023-24 Spring Semester
Motives of isogenous K3 surfaces, after Huybrechts
(preprint algebraic geometry seminar), 2023-24 Spring Semester
The Beauville decomposition
(student algebraic geometry seminar), 2023-24 Spring Semester
The moduli problem of line bundles; Picard stack
(student algebraic geometry seminar), 2023-24 Fall Semester
Cohomology of K3 surfaces in positive characteristic
(student algebraic geometry seminar), 2022-23 Winter Semester
Monodromy
(student “Weil II” learning seminar), 2022-23 Fall Semester
Integral Fourier transforms and the integral Hodge conjecture for one-cycles on abelian varieties
(preprint algebraic geometry seminar), 2022-23 Fall Semester
Introduction to Drinfeld modules
(student arithmetic seminar), 2022-23 Fall Semester
Poincaré duality
(étale cohomology student reading group), 2021-22 Winter Semester
Artin stacks
(derived algebraic geometry learning seminar), 2021-22 Winter Semester
Basic operations on étale sheaves and stalks
(étale cohomology student reading group), 2021-22 Winter Semester