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On a sign-change conjecture of Schlosser and Zhou (2406.03453v2)
Published 5 Jun 2024 in math.CO and math.NT
Abstract: In this paper, we investigate the signs changes of Fourier coefficients of infinite products of $q$-series of Rogers--Ramanujan type. In particular, we prove a conjecture made by Schlosser--Zhou pertaining to such sign changes for products of modulus $10$.
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