Resumen de On the Mean Value of the Product of Multiplicative Functions with Shifted Argument

Jonas Siaulys, Gediminas Stepanauskas

• In this paper, we consider the mean value of the product of multiplicative arithmetic functions with shifted argument. The investigated functions have to satisfy the following conditions: their moduli do not exceed 1; the values on the set of primes are close to 1 for one of the functions and close to a fixed complex number for the other function. Some consequences for the classical functions are given.