BoGwang Jeon

activity

20242026

collaborators

4 papers

math.GT2026

On anomalous subvarieties of holonomy varieties of hyperbolic 3-manifolds

BoGwang Jeon

The goal of this paper is to explore the interplay between two seemingly distinct fields. More precisely, let $M$ be an $n$ -cusped hyperbolic $3$ -manifold with rationally…

math.GT2025

Classification of Hyperbolic Dehn fillings II: Quadratic case

BoGwang Jeon

This paper is subsequent to [5]. In this paper, we extend the classification of hyperbolic Dehn fillings with sufficiently large coefficients by addressing the remaining case not c…

math.GT2025

Hyperbolic Dehn filling, volume, and transcendentality

BoGwang Jeon, Sunul Oh

Let $M$ be a 1-cusped hyperbolic 3-manifold. In this paper, we study the behavior of $N_{M} (v)$ , the number of Dehn fillings of $M$ with a given volume $v (\in R)$ . We conduc…

math.GT2024

Classification of hyperbolic Dehn fillings I

BoGwang Jeon

Let $M$ be a $2$ -cusped hyperbolic $3$ -manifold. By the work of Thurston, the product of the derivatives of the holonomies of core geodesics of each Dehn filling of $M$ is an invar…