Title Mišrusis jungtinis Selbergo klasės L funkcijų ir periodinių Hurvico dzeta funkcijų universalumas /
Translation of Title Mixed Joint Universality for L-functions from Selberg's Class and Periodic Hurwitz Zeta-functions.
Authors Jasas, Mindaugas
Full Text Download
Pages 34
Keywords [eng] Analytical number theory ; zeta functions ; mixed joint universality.
Abstract [eng] The Master Thesis contains the universality questions for L-functions from Selberg class S, i.e. for Dirichlet series satisfying certain specific hypotheses and additional prime mean-square hypotheses (including the Euler product), and periodic Hurwitz zeta-functions are a generalization of classical Hurwitz zeta-functions (these functions have no Euler product). More precisely, in the Master Thesis, a new result on mixed joint universality for L-functions from the Selberg class and periodic Hurwitz zeta-functions is obtained.
Dissertation Institution Šiaulių universitetas.
Type Master thesis
Language Lithuanian
Publication date 2020