A limit theorem is proved, in the Lp space, for the sum of n-Markov Bernoulli random variables. This result is a generalization of Gharib and Yehia [3], the integral limit theorem of a sequence of chain dependent trials [4], and the Berry-Essen theorem of a sequence of independent and identically distributed random variables [5].
M, G., & M., A. F. (1991). A Global Limit Theorem for the Sum of N-Markov Bernoulli Random Variables. The Egyptian Statistical Journal, 35(2), 285-297. doi: 10.21608/esju.1991.315020
MLA
Gharib M; Abdel Fattah M.. "A Global Limit Theorem for the Sum of N-Markov Bernoulli Random Variables", The Egyptian Statistical Journal, 35, 2, 1991, 285-297. doi: 10.21608/esju.1991.315020
HARVARD
M, G., M., A. F. (1991). 'A Global Limit Theorem for the Sum of N-Markov Bernoulli Random Variables', The Egyptian Statistical Journal, 35(2), pp. 285-297. doi: 10.21608/esju.1991.315020
VANCOUVER
M, G., M., A. F. A Global Limit Theorem for the Sum of N-Markov Bernoulli Random Variables. The Egyptian Statistical Journal, 1991; 35(2): 285-297. doi: 10.21608/esju.1991.315020
)
View on SCiNiTO