| Abstract [eng] |
In some fields of mathematics (number theory, probability theory, mathematical statistics) weighted theorems and their applications are often investigated. Weighted universality of zeta-functions is comparatively a new branch of universality, there exist only few papers in that direction. Therefore, it was important to continue investigation of weighted universality of the classical Riemann and Hurwitz zeta-functions. Also, universality of zeta-functions is one of directions of the Lithuanian school of analytic number theory, the study of weighted universality continues traditions of Lithuanian researchers. |
