I am a third-year PhD student at the University of Michigan studying number theory and arithmetic geometry. My advisor is Professor Kartik Prasanna.
Beomseok is my legal first name following the Korean Revised Romanization system, but it is not phonetically accurate. The pronunciation of my first name is /bʌ̹msʌ̹k/, which would actually be closer if you just try to read out the preferred spelling Bomsok.
My research area is number theory and arithmetic geometry. I am currently thinking about a version of the p-adic Gross-Zagier formula for real singular moduli. But I am more generally interested in topics related to the special values of L-functions, Kudla program, and theta correspondences/liftings.
Here are some of the notes that I have written. I claim no originality of these notes.
Please let me know if you find any errors or typos.
The Gross-Zagier formula
The Colmez conjecture
Borcherds lifts
Rigid meromorphic cocycles of weight 2
I am hoping to rewrite most of these notes sometime for better presentation.
More notes will be uploaded later.
("legal" first name containing the two e's) at umich dot edu