Abstract
It is known how to obtain a uniform estimate of e.g. a polynomial in terms of its logarithmic sum over the integers provided that the sum is sufficiently small. This result is generalized here and we obtain estimates in terms of logarithmic sums taken over certain discrete subsets of the real axis.
Citation
Henrik L. Pedersen. "Entire functions having small logarithmic sums over certain discrete subsets." Ark. Mat. 36 (1) 119 - 130, March 1998. https://doi.org/10.1007/BF02385671
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