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- W2917941137 abstract "Let $(m_1,ldots,m_J)$ and $(r_1,ldots,r_J)$ be two sequences of $J$ positive integers satisfying $1le r_j< m_j$ for all $j=1,ldots,J$. Let $(delta_1,ldots,delta_J)$ be a sequence of $J$ nonzero integers. In this paper, we study the asymptotic behavior of the Taylor coefficients of the infinite product $$prod_{j=1}^JBigg(prod_{kge 1}big(1-q^{r_j+m_j(k-1)}big)big(1-q^{-r_j+m_jk}big)Bigg)^{delta_j}.$$" @default.
- W2917941137 created "2019-03-02" @default.
- W2917941137 creator A5057947204 @default.
- W2917941137 date "2019-02-28" @default.
- W2917941137 modified "2023-09-27" @default.
- W2917941137 title "Asymptotics for the Taylor coefficients of certain infinite products." @default.
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