470 citations · 1.3k across the 62 of their papers we have counts for
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math.QA2013
On the structure of -graded Vertex Operator Algebras
Geoffrey Mason, Gaywalee Yamskulna
We consider the algebraic structure of -graded vertex operator algebras with conformal grading and . We prove several results a…
math.QA2013
Jacobi trace functions in the theory of vertex operator algebras
Matthew Krauel, Geoffrey Mason
We describe a type of n-point function associated to strongly regular vertex operator algebras V and their irreducible modules. Transformation laws with respect to the Jacobi group…
math.QA2013★ 4 cited
C-Graded Vertex Algebras and Conformal Flow
Rob Laber, Geoffrey Mason
We consider C-graded vertex algebras, which are vertex algebras V with a C-grading such that V is an admissible V-module generated by 'lowest weight vectors'. We show that such ver…