
Let \(g_i: {\mathbb N} \longrightarrow {\mathbb C} \;(i=1,2)\) be arithmetic multiplicative functions. Using the notations \[ M_x(g_1,g_2)={1\over x}\sum\limits _{n\leq x}g_1(n+1) g_2(n), \] \[ S(r,x)=\sum\limits_{r
asymptotic uniform distribution modulo 1, distribution functions, sums of multiplicative functions, additive functions, mean values of multiplicative functions, Other results on the distribution of values or the characterization of arithmetic functions, Distribution functions associated with additive and positive multiplicative functions, Arithmetic functions in probabilistic number theory, multiplicative functions, distribution, mean values, mean value, Rate of growth of arithmetic functions, Asymptotic results on arithmetic functions
asymptotic uniform distribution modulo 1, distribution functions, sums of multiplicative functions, additive functions, mean values of multiplicative functions, Other results on the distribution of values or the characterization of arithmetic functions, Distribution functions associated with additive and positive multiplicative functions, Arithmetic functions in probabilistic number theory, multiplicative functions, distribution, mean values, mean value, Rate of growth of arithmetic functions, Asymptotic results on arithmetic functions
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