I'm a fifth year PhD student of Johan de Jong. I study algebraic geometry with an emphasis on derived categories of algebraic varieties and positive characteristic geometry.
of the proof of the Theorem of the Base from SGA 6, Exposé XIII. To appear as a chapter in the proceedings book for the 2020 Stacks Project Workshop (with Raymond Cheng, Lena Ji, and Matt Larson).
section of the Stacks Project I wrote proving that a perfect generator of a quasi-compact and quasi-separated scheme can detect when complexes are bounded. Here is a neat application which gives a characterization of relatively perfect complexes on a proper, flat, finitely presented morphism.
I made when I taught advanced middle and high school students during my time in the LA Math Circle (now the Olga Radko Endowed Math Circle).
I spoke in the Stanford Algebraic Geometry Seminar on December 10, 2021 about the paper "Fully Faithful Functors and Dimension". Video and slides available
I'm speaking in the Northwestern Algebraic Geometry Seminar on January 5, 2022 and the University of Michigan Algebraic Geometry Seminar on January 19, 2022.