МОДИФИКАЦИЯ ТЕОРЕМЫ МИШУ

The Mishou theorem asserts that a pair of analytic functions from a wide class can be approximated by shifts of the Riemann zeta and Hurwitz zeta-functions \((\zeta(s+i\tau), \zeta(s+i\tau, \alpha))\) with transcendental \(\alpha\), \(\tau\in\mathbb{R}\), and that the set of such \(\tau\) has a posi... View More