Seungjae Lee

collaborators

3 papers

math.CV2020

Symmetric differentials and jets extension of $L^{2}$ holomorphic functions

Seungjae Lee, Aeryeong Seo

Let $Σ = B^{n} /Γ$ be a complex hyperbolic space with discrete subgroup $Γ$ of the automorphism group of the unit ball $B^{n}$ and $Ω$ be a quotient of $\mathbb B^n \time…

math.NT2018

Experiments with the Markoff surface

Matthew de Courcy-Ireland, Seungjae Lee

We confirm, for the primes up to 3000, the conjecture of Bourgain, Gamburd, and Sarnak on strong approximation for the Markoff surface $x^{2} + y^{2} + z^{2} = 3 x y z$ modulo primes. For prime…

math.CV2018

An extension theorem of holomorphic functions on hyperconvex domains

Seungjae Lee, Yoshikazu Nagata

Let $n \geq 3$ and $Ω$ be a bounded domain in $C^{n}$ with a smooth negative plurisubharmonic exhaustion function $φ$ . As a generalization of Y. Tiba's result, we prove that…

Symmetric differentials and jets extension of L2 holomorphic functions

Experiments with the Markoff surface

An extension theorem of holomorphic functions on hyperconvex domains

Symmetric differentials and jets extension of $L^{2}$ holomorphic functions