Multiplicative processes on the set of shifted primes

G. Bareikis and E. Manstavičius, Functional limit theorems in theM-scheme,Lith. Math. J.,37 (2), 139–154 (1997). G. Bareikis and E. Manstavičius, Multiplicative functions and random processes,Lith. Math. J.,37 (4), 413–429 (1997). P. Billingsley,Convergence of Probability Measures, Wiley, New York (1968). P. D. T. A. Elliott,Probabilistic Number Theory, I/II, Springer (1979/1980). K.-H. Indlekofer and N. M. Timofeev, A mean-value theorem for multiplicative functions on the set of shifted primes (to appear in Ramanujan J.). A. Laurinčikas, Multidimensional distribution of the values of multiplicative functions,Lith. Math. J.,15 (2), 13–24 (1975). M. Loev,Probability Theory, I, 4th edn., Springer (1977). E. Manstavičius, Arithmetic simulation of stochastic processes,Lith. Math. J.,24(3), 148–161 (1984). E. Manstavičius, Additive functions and stochastic processes,Lith. Math. J.,25(1), 97–109 (1985). Kh. Kh. Usmanov, Functional theorem for linear forms of the additive arithmetic functions with shifted prime argument,Dokl. Akad. Nauk Tadzh. SSR,29(8), 553–556 (1986). S. T. Tulyaganov, Distribution of the values of multiplicative functions,Izv. AN Uz. SSR,5, 30–38 (1978).