arXiv · 1708.03976
Identities for the String-Product of Strings on Geometric Sequences
Abstract
Geometric sequences are found documented as early as 300BC in the text, Book IX of Elements written by Euclid of Alexandria. In this paper a new principle for identities involving the product of any k-number of terms of a geometric sequence is presented. The results of which are independent from a specific positional term or the common ratio.
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Marcel Selase Gbeddy. 2017-08-14. Identities for the String-Product of Strings on Geometric Sequences. https://arxiv.org/abs/1708.03976
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