Existence of Entire Functions Represented by Generalized Dirichlet Series
Gao Xiao
Abstract
Gao Xiao
Abstract
A necessary and sufficient condition is given for the existence of an entire function, being not identical to zero, bounded in a horizontal strip and represented by generalized Dirichlet series.
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A necessary and sufficient condition is given for the existence of an entire function, being not identical to zero, bounded in a horizontal strip and represented by generalized Dirichlet series.
Key concepts: Dirichlet series, Series (stratigraphy), General Dirichlet series, Mathematics, Mathematical analysis, Calculus (dental), Applied mathematics, Dirichlet distribution