I'm a fourth year graduate student in the math department. My main interests are algebraic geometry and number theory. My advisor is Burt Totaro.
I collect an assortment of writings here.
See my CV here.
Smooth Calabi-Yau varieties with large index and Betti numbers | arXiv:2502.07031 | (30 pages) |
Fall 2024 - 115AH | Winter 2025 - PIC 16A | |
Summer A 2024 - 32A | ||
Winter 2024 - 32A | Fall 2023 - 115A, 61 | |
Summer A 2023 - 32A | ||
Spring 2023 - 110C | Winter 2023 - 110BH | Fall 2022 - 110AH |
Summer C 2022 - 115A | Summer A 2022 - 61 | |
Spring 2022 - 33A | Winter 2022 - 33A | |
Fall 2021 - 31AL |
Winter 2025 | number theory seminar | Moduli of curves and abelian varieties | notes |
Winter 2024 | number theory seminar | Reduction of Drinfeld modules and Tate uniformization | notes |
Winter 2024 | algebra seminar | Motivic cohomology of fields | notes |
Winter 2024 | algebra seminar | The intersection product on Chow groups | notes |
Fall 2023 | algebra seminar | The unramified geometric Langlands correspondence | notes |
Fall 2023 | number theory seminar | Hodge Structures | notes |
Spring 2023 | stacks seminar | Stable Reduction | notes |
Spring 2023 | stacks seminar | Valuative Criteria, Sheaves, and the Local Structure of DM Stacks | notes |
Spring 2023 | stacks seminar | Introduction | notes |
Spring 2023 | number theory Kan seminar | Kodaira/Néron Classification of Singular Fibers and Tate's Algorithm | notes |
Spring 2023 | number theory Kan seminar | Existence and Construction of Néron Models of Elliptic Curves | notes |
Spring 2023 | number theory Kan seminar | Introduction to Néron Models | notes |
Spring 2023 | number theory seminar | The Hodge-Tate Decomposition for the p-adic Tate Module | notes |
Winter 2023 | algebra seminar | Root Systems and Root Datum | notes |
Winter 2023 | number theory seminar | Examples of Adic Spaces and Anaytic Points | notes |
Fall 2022 | number theory seminar | p-adic and Λ-adic Modular Forms | notes |
Fall 2022 | algebra seminar | Tropical Varieties | notes |
Summer 2022 | Weil conjectures seminar | Conclusion: Finishing Touches and Applications | notes |
Summer 2022 | Weil conjectures seminar | Weil Conjecture Proofs and Reductions for the Riemann Hypothesis | notes |
Summer 2022 | Weil conjectures seminar | Global Monodromy of Lefschetz Pencils | notes |
Summer 2022 | Weil conjectures seminar | Comparison Between Analytic and Étale Cohomology | notes |
Summer 2022 | Weil conjectures seminar | Cohomology of Curves | notes |
Summer 2022 | Weil conjectures seminar | Étale Fundamental Groups | notes |
Summer 2022 | Weil conjectures seminar | Introduction | notes |
Spring 2022 | number theory seminar | Stickelberger's and Herbrand's Theorems in Iwasawa Theory | notes |
Winter 2022 | number theory seminar | Selmer and Tate-Shafarevich Groups of Elliptic Curves | notes |
Winter 2022 | number theory seminar | Elliptic Curves over Local Fields | notes |
Fall 2021 | number theory seminar | Lubin-Tate Formal Group Laws in Class Field Theory |
The Mathematics Genealogy Project
Academic genealogy of mathematicians
An open source algebraic geometry reference
A community wiki for category theory
Abandon all hope, ye who enter here
Draw a symbol and find its LaTeX command
A thorough classification
Career advice from the founder of hyperbolic geometry
Lessons of an erudite scholar
Anish Chedalavada | Eric Wang | Sharon Zhen |
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