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We give a new description of the logarithm matrix of a modular form in terms of distributions, generalizing the work of Dion and Lei for the case...
In this paper, we obtain optimal upper bounds for all the Neumann eigenvalues in two situations (that are closely related). First we consider a one-dimensional Sturm–Liouville eigenvalue problem where the density is a function h(x) whose some power is concave. We prove existence of a maximizer...
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