6 citations · 12 across the 15 of their papers we have counts for
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Period-like polynomials for -series associated with half-integral weight cusp forms
James Branch, Nikolaos Diamantis, Wissam Raji +1
Given the L-series of a half-integral weight cusp form, we construct a cohomology class with coefficients in a finite dimensional vector space in a way that parallels the Eichler c…
Results on the Non-Vanishing of Derivatives of L-Functions of Vector-Valued Modular Forms
Subong Lim, Wissam Raji
We show a non-vanishing result for the averages of the derivatives of -functions associated with the orthogonal basis of the space of vector-valued cusp forms of weight $k\in \f…
The Riemann Hypothesis for period polynomials of cusp forms
William Craig, Wissam Raji
We consider the period polynomials associated with cusp forms of weight on all of , which are generating functions for the…
Non-Vanishing of L-Functions of Vector-Valued Modular Forms
Subong Lim, Wissam Raji
We show a non-vanishing result for the averages of L-functions associated with the orthogonal basis of the space of cusp forms of vector-valued modular forms on the full group. We…