470 citations · 1.3k across the 62 of their papers we have counts for
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Lattice subalgebras of strongly regular vertex operator algebras
Geoffrey Mason
We prove a sharpened version of a conjecture of Dong-Mason about lattice subalgebras of a strongly regular vertex operator algebra , and give some applications. These include th…
Logarithmic vector-valued modular forms and polynomial-growth estimates of their Fourier coefficients
Marvin Knopp, Geoffrey Mason
We establish (Theorem 3.6) polynomial-growth estimates for the Fourier coefficients of holomorphic logarithmic vector-valued modular forms.
Vertex operator algebras and weak Jacobi forms
Matthew Krauel, Geoffrey Mason
Let be a strongly regular vertex operator algebra. For a state satisfying appropriate integrality conditions, we prove that the space spanned by the trace functions…
Vector-valued modular forms with an unnatural boundary
Marvin Knopp, Geoffrey Mason
We characterize all logarithmic, holomorphic vector-valued modular forms which can be analytically continued to a region strictly larger than the upper half-plane.