I am a third year math PhD candidate at UC Berkeley, advised by Sug Woo Shin. I am interested mainly in number theory. Besides number theory I am also curious about various other areas in mathematics, in particular some topics in analysis.
Email: first name DOT last name AT berkeley DOT edu
Office: Evans 835
Artin's Conjecture for Abelian Varieties with Frobenius Condition (with F. Heß), Journal of Number Theory (2026), Vol. 281, pp. 43-58
My Qualifying Exam Syllabus is here and rough transcript here.
Some interesting math things I learned about at some point and decided to write up:
Automorphic Stuff:
Automorphic Forms, Representations and other things (Qualifying Exam preparation notes)
Adelic Fourier Series
Spherical Representations of $p$-adic groups
Representations of GL_2 over
Nonarchimedean Fields
Other Number Theory:
Igusa's Zeta Functions and Generalizations (Notes for a talk)
Primitive roots using $p$-adic numbers
Some problems on Dirichlet characters and L-Functions (for DRP)
Functional Analysis:
The Spectral Theorem
A nice application of the Krein-Milman theorem
Linear Algebra:
A formula for the orthogonal projection.
Ideas for projects
I am/was a DRP mentor:
Fall 2025. Topics: Dirichlet's Theorem on Primes in Arithmetic Progressions, Modular forms. Some problems on Dirichlet characters and L-Functions
Spring 2024. Topic: Dirichlet's Theorem on Primes in Arithmetic Progressions.
Some external resources for Math 3:
Alexander Paulin's course 'Precalculus Essentials'
MyOpenMath
Mathematics Tutoring Program at the Student Learning Center (SLC) : Find community and academic support on campus at the SLC! The SLC offers free drop-in tutoring for all lower division courses. Tutoring services are offered Monday - Thursday from 1:00 - 6:00 pm. For more information visit the SLC Website here.
SLC adjunct course
pi-base: data base with bunch of examples and properties of topological spaces
ringtheory: data base with bunch of examples and properties of rings and modules
adjectivesproject: data base with bunch of examples and properties of schemes and their morphisms
SL2(Z)
Approach0: a search engine suitable for math expressions
Proof of the Snake lemma
Classics Explained: YouTube channel with nice animated videos explaining the context of some famous classical musical works.
Skat Lernen: (in German) YouTube channel with lots of videos on the German card game Skat