activity
20172025
most citedSchellekens' List and the Very Strange Formula

26 citations · 73 across the 7 of their papers we have counts for

collaborators

8 papers

math.QA2025

Characters and fusion rules of boundary W-algebras

Tomoyuki Arakawa, Igor Alarcon Blatt, Jethro van Ekeren +1

We study the q-characters and modular data of exceptional W-algebras and give several examples and applications. We establish equality of q-characters and modular data between cert…

math.QA2024

Some isomorphisms between exceptional W-algebras

Jethro van Ekeren, Shigenori Nakatsuka

We prove some isomorphisms between exceptional W-algebras associated with exceptional simple Lie algebras.

math.QA2024

Chiral homology of the projective line and extensions of vertex algebra modules

Thadeu Henrique Cardoso, Jethro van Ekeren, Juan Guzman +1

The purpose of this note is to establish an isomorphism from the vector space of extensions between two modules over a vertex algebra, to an appropriate first chiral homology of on…

math.RT2021

Holomorphic integer graded vertex superalgebras

Jethro van Ekeren, Bely Rodríguez Morales

In this note we study holomorphic integer graded vertex superalgebras. We prove that all such vertex superalgebras of central charge 8 and 16 are purely even. For the case of centr…

math.QA2020★ 26 cited

Schellekens' List and the Very Strange Formula

Jethro van Ekeren, Ching Hung Lam, Sven Möller +1

In 1993 Schellekens proved that the weight-one space of a strongly rational, holomorphic vertex operator algebra of central charge 24 must be one of 71 Lie algebras. Duri…

math.RT2019★ 23 cited

Rationality and Fusion Rules of Exceptional W-Algebras

Tomoyuki Arakawa, Jethro van Ekeren

First, we prove the Kac-Wakimoto conjecture on modular invariance of characters of exceptional affine W-algebras. In fact more generally we prove modular invariance of characters o…