Gyujin Oh

[gyoo-jin]

I am a fifth/final year graduate student at Princeton University. My advisors are Christopher Skinner and Akshay Venkatesh.

I will be a Ritt Assistant Professor at Columbia University starting from Fall 2022.

You can find my CV here.

Email: gyujino at math dot princeton dot edu.

Articles

- Coherent cohomology of Shimura varieties, motivic cohomology, and archimedean *L*-packets. Preprint.

- Higher Koecher's principle, harmonic Hilbert Maass forms, and their Borcherds lift. Preprint.

- A proof of Néron-Ogg-Shafarevich criterion via its archimedean analogue. Preprint.

- No abelian scheme over ℤ. Part III Essay.

- Brauer obstructions of finite groups of Lie type in view of the Local Langlands Correspondence. Bachelor's thesis.

- On the distribution of cyclic number fields of prime degree (with Seok Hyeong Lee). Int. J. Number Theory 8 (2012), 1463-1475. link.

Notes

Quantum cohomology of homogeneous varieties

Koszul duality and categorical archimedean local Langlands

Understanding resurgence theory

Irregular singularities and the Stokes phenomenon

Geometric construction of discrete series

Fukaya-Kato's result on Sharifi's Upsilon map

Cup products and *L*-values of cusp forms

Courses

Spectral theory of automorphic forms taught by Peter Sarnak

Heights of algebraic cycles taught by Shou-Wu Zhang

Automorphic forms and special values of *L*-functions (On "Skinner-Urban") taught by Chris Skinner

Workshops/schools

Padova school on Serre conjectures and the *p*-adic local Langlands program