M. Sheremeta

Mar 1, 1998

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Citations

Journal

Mathematical Notes

Abstract

AbstractFor the Dirichlet series corresponding to a functionF with positive exponents increasing to ∞ and with abscissa of absolute convergenceA ∈ (−∞, +∞], it is proved that the sequences (μ(σ, F(m))) of maximal terms and (Λ(σ, F(m))) of central exponents are nondecreasing to ∞ asm → ∞ for any givenσ