Shoma Sugimoto

most citedTorus links

T_{2 s, 2 t}

and

(s, t)

-log VOA

1 citations · 1 across the 1 of their papers we have counts for

collaborators

3 papers

math.RT2024

A Lie algebraic pattern behind logarithmic CFTs

Shoma Sugimoto, Hao Li

We introduce a purely Lie algebraic formalization of the Feigin--Tipunin's geometric construction of logarithmic CFTs/VOAs. After reformulating the geometric representation theory…

math.RT2023

Quasi-lisse extension of affine $sl_{2}$ à la Feigin--Tipunin

Thomas Creutzig, Shigenori Nakatsuka, Shoma Sugimoto

We study the affine analogue $FT_{p} (sl_{2})$ of the triplet algebra. We show that $FT_{p} (sl_{2})$ is quasi-lisse and the associated variety is the…

math.QA2023★ 1 cited

Torus links $T_{2 s, 2 t}$ and $(s, t)$ -log VOA

Kazuhiro Hikami, Shoma Sugimoto

We reveal an intimate connection between the torus link $T_{2 s, 2 t}$ and the logarithmic $(s, t)$ VOA. We show that the singlet character of $(s, t)$ -log VOA at the root of unity coin…

A Lie algebraic pattern behind logarithmic CFTs

Quasi-lisse extension of affine sl2​ à la Feigin--Tipunin

Torus links T2s,2t​ and (s,t)-log VOA

Quasi-lisse extension of affine $sl_{2}$ à la Feigin--Tipunin

Torus links $T_{2 s, 2 t}$ and $(s, t)$ -log VOA