activity
20182026
most citedSome remarks on associated varieties of vertex operator superalgebras

7 citations · 9 across the 13 of their papers we have counts for

collaborators

15 papers

math.QA2026

Modular invariance of characters of quasi-lisse vertex algebras

Tomoyuki Arakawa, Jethro van Ekeren, Hao Li

We study spaces of conformal blocks associated with line bundles over elliptic curves, with coefficients in a vertex algebra. For vertex algebras satisfying suitable finiteness and…

math.AT2025

Homological Description of Equivariant Geometric Bordism

Bo Chen, Hao Li, Zhi Lü

Using the evenness criterion in \cite{LCLS} and duality principle in \cite{CLT}, we construct a finite chain complex built from the unive…

math.AT2025

Representation characterization of equivariant geometric bordism

Hao Li, Bo Chen, Zhi Lü +1

Let . We establish a representation characterization determining when finitely many faithful -representations can serve as the fixed-point data of a smoot…

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.QA2023

Spectral flow, twisted modules and MLDE of quasi-lisse vertex algebras

Bohan Li, Hao Li, Wenbin Yan

We calculate the fusion rules among -twisted modules at admissible levels. We derive a series MLDEs for normalized characters of ordinar…

math.AT2021

Twisted Milnor Hypersurface I

Jingfang Lian, Fei Han, Hao Li +1

In this paper, we study {\bf twisted Milnor hypersurfaces} and compute their -genus and Atiyah-Singer-Milnor -invariant. Our tool to compute the -invariant is Zhang's…