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Gamma Quotients and Infinite Products by Nhật Quang is a document available to read on EtoBox.
This document discusses the evaluation of convergent infinite products indexed by natural numbers, specifically when each factor is a rational function of the index, in terms of finite products of gamma functions. It highlights the applications of this evaluation in various mathematical contexts, including multiplicative partitions and the Chowla–Selberg formula. Additionally, it proposes a numerical method for efficiently evaluating more general infinite series, such as the slowly convergent Kepler–Bouwkam
- Author
- Nhật Quang
- Language
- EN