Institutional Knowledge Map (KMap)
Map
Services
How To Use
About
Toggle theme
Loading...
Menu
Serin Hong
Assistant Professor, Mathematics | Member of the Graduate Faculty
Mathematics
Map Page
Research Area
algebraic geometry,
number theory,
mathematics,
p-adic geometry,
vector bundles,
hodge theory,
moduli spaces,
conjecture,
p-divisible groups,
hodge type
Publications
(9)
Recent
Extensions of vector bundles on the Fargues-Fontaine curve II
2025
vector bundles,
algebraic geometry,
number theory,
mathematics
Constructing vector-valued automorphic forms on unitary groups
2024
automorphic forms,
mathematics
On nonemptiness of Newton strata in the B_mathrm{dR}Grassmannian for mathrm{GL}n$
2024
algebraic geometry,
representation theory,
group theory
Classification of quotient bundles on the Fargues Fontaine curve
2023
algebraic geometry,
number theory,
mathematics,
topological spaces,
bundle theory
On certain extensions of vector bundles in p-adic geometry
2023
vector bundles,
p-adic geometry,
extension,
algebraic geometry,
number theory
Extensions of vector bundles on the Fargues-Fontaine curve
2022
algebraic geometry,
number theory,
geometric langlands program,
algebraic topology,
p-adic geometry
Classification of subbundles on the Fargues Fontaine curve
2021
algebraic geometry,
curve theory,
mathematical classification,
number theory,
geometric structures
On the Hodge Newton filtration for p-divisible groups of Hodge type
2019
p-divisible groups,
hodge type,
hodge newton filtration,
research,
algebraic geometry
Harris-Viehmann conjecture for Hodge-Newton reducible Rapoport-Zink spaces
2018
algebraic geometry,
number theory,
hodge theory,
moduli spaces,
conjecture
Courses
(3)
Vector Calculus
Introduction to Linear Algebra
Topics in Number Theory and Combinatorics
8+ Publications
