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The BSE Property for Weighted Banach Algebras of Dirichlet Series
Let $ω: \mathbb{N} \to [1, \infty)$ be a weight on the multiplicative semigroup of natural numbers. We investigate the Bochner-Schoenberg-Eberlein (BSE) property for the weighted Banach algebra of Dirichlet series $A_ω= \ell^1(\mathbb{N}, ω)$ under Dirichlet convolution. By employing Bohr's correspo
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