Hee-Joong Chung

collaborators

3 papers

hep-th2026

3d-3d correspondence for knot complements with finite and large $N$

Hee-Joong Chung

For $G = S U (N)$ at finite and large $N$ , with a totally symmetric representation, we realize the homological block $F_{K}$ for a knot complement $S^{3} \ K$ , given in the form o…

hep-th2026

3d-3d correspondence and abelian flat connection

Hee-Joong Chung

We realize a homological block of a knot complement in $S^{3}$ for $G_{C} = S L (2, C)$ as a half-index of a 3d $N = 2$ theory via an expression of the homologic…

hep-th2024

3d-3d Correspondence and 2d $N = (0, 2)$ Boundary Conditions

Hee-Joong Chung

We consider quiver forms that appear in the motivic Donaldson-Thomas generating series or characters of conformal field theories and relate them to 3d $N = 2$ theories on $…

3d-3d correspondence for knot complements with finite and large N

3d-3d correspondence and abelian flat connection

3d-3d Correspondence and 2d N=(0,2) Boundary Conditions

3d-3d correspondence for knot complements with finite and large $N$

3d-3d Correspondence and 2d $N = (0, 2)$ Boundary Conditions