Benjamin Linowitz

most citedCharacterizing Hilbert modular cusp forms by coefficient size

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math.NT2014

Selective orders in central simple algebras and isospectral families of arithmetic manifolds

Benjamin Linowitz

Let $k$ be a number field and $B$ be a central simple algebra over $k$ of dimension $p^{2}$ where $p$ is prime. In the case that $p = 2$ we assume that $B$ is not totally definite. In…

math.NT2012★ 1 cited

Characterizing Hilbert modular cusp forms by coefficient size

Benjamin Linowitz

Associated to an (adelic) Hilbert modular form is a sequence of `Fourier coefficients' which uniquely determine the form. In this paper we characterize Hilbert modular cusp forms b…