On a function associated with the generalized euler constant for an arithmetic progression
TL;DR: Lower and upper bounds for the function L(q ) = ∑p|q logp p−1 have been obtained in this article for a generalization of the Euler constant.
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Abstract: The function L(q )= ∑p|q logp p−1 appears in a work by D. H. Lehmer, where he studies a generalization of the Euler constant. In this short note, we obtain lower and upper bounds for L(q).
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