activity
20172022
most citedChromatic numbers and a Lovász type inequality for non-commutative graphs

5 citations · 8 across the 4 of their papers we have counts for

collaborators

16 papers

hep-th2022

Holographic two-point functions in medium

Chanyong Park, Se-Jin Kim, Jung Hun Lee

We study two-point correlation function in a medium composed of two kinds of matter, which is the dual of a three-dimensional generalized -brane gas geometry. Following the holo…

math.OA2021

Nonunital operator systems and noncommutative convexity

Matthew Kennedy, Se-Jin Kim, Nicholas Manor

We establish the dual equivalence of the category of (potentially nonunital) operator systems and the category of pointed compact nc (noncommutative) convex sets, extending a resul…

hep-th2020

The Hamilton-Jacobi Equation and Holographic Renormalization Group Flows on Sphere

Nakwoo Kim, Se-Jin Kim

We study the Hamilton-Jacobi formulation of effective mechanical actions associated with holographic renormalization group flows when the field theory is put on the sphere and mass…

hep-ph20203 cited

On the progenitor quark mass matrix

Jihn E. Kim, Se-Jin Kim

We determined the quark mass matrix in terms of a small expansion parameter , which gives correctly all the quark masses and the CKM matrix elements at the elec…

hep-th2020

Re-visiting Supersymmetric Janus Solutions: A Perturbative Construction

Nakwoo Kim, Se-Jin Kim

We construct holographic Janus solutions, which describe a conformal interface in the theory of M2-branes, in four-dimensional gauged supergravities using a perturbative method. In…

hep-ph2020

Tetrahedral Symmetry A in Anti-SU(5) GUT

Paul H. Frampton, Jihn E. Kim, Se-Jin Kim +1

We construct a flavor model in an anti-SU(5) GUT with a tetrahedral symmetry . We choose a basis where quarks and charged leptons are already mass eige…