470 citations · 1.3k across the 62 of their papers we have counts for
70 papers
p-adic vertex operator algebras
Cameron Franc, Geoffrey Mason
We postulate axioms for a chiral half of a nonarchimedean 2-dimensional bosonic conformal field theory, that is, a vertex operator algebra in which a p-adic Banach space replaces t…
1-point functions for symmetrized Heisenberg and symmetrized lattice vertex operator algebras
Geoffrey Mason, Michael H. Mertens
We obtain explicit formulas for the -point functions of all states in the symmetrized Heisenberg algebra and symmetrized lattice VOAs . For this we employ a new $\m…
Modular quasi-Hopf algebras and groups with one involution
Geoffrey Mason, Siu-Hung Ng
In a previous paper the authors constructed a class of quasi-Hopf algebras associated to a finite group , generalizing the twisted quantum double construction. We ga…
Character Vectors of Strongly Regular Vertex Operator Algebras
Cameron Franc, Geoffrey Mason
We summarize interactions between vertex operator algebras and number theory through the lens of Zhu theory. The paper begins by recalling basic facts on vertex operator algebras (…
Decompositions of index one Jacobi forms into characters and formulas for mock modular forms
Matthew Krauel, Geoffrey Mason, Michael Tuite +1
It is shown that every weak Jacobi form of weight zero and index one on a congruence subgroup of the full Jacobi group can be decomposed into superconformal characters. Addit…
Classification of some vertex operator algebras of rank 3
Cameron Franc, Geoffrey Mason
We discuss the classification of strongly regular vertex operator algebras (VOAs) with exactly three simple modules whose character vector satisfies a monic modular linear differen…