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... A, B, C are said to be independent if and only if (1 SO) Schaum's Outline of Theory and Problems of Probability, Random Variables, and Random Processes Hwei P. Hsu, Ph.D. Professor ... digits 1 and 0 randomly with probabilities 0.6 and 0.4, respectively. (a) What is the probability that two 1s and three 0s will occur in a five-digit sequence? (b) What is the probability ... 2 and property 3. Since A c S, we have and by Eq. (2.31), RANDOM VARIABLES [CHAP 2 2.30. Find the mean and variance of the r.v. X of Prob. 2.20. From Prob. 2.20, the pdf...
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... 00 U Bi = U A, for all n 2 1, and U B, = U A, = A, i=l i=l i=l i=l CHAP. 21 RANDOM VARIABLES 2.4 DISCRETE RANDOM VARIABLES AND PROBABILITY MASS FUNCTIONS A. Definition ... digits 1 and 0 randomly with probabilities 0.6 and 0.4, respectively. (a) What is the probability that two 1s and three 0s will occur in a five-digit sequence? (b) What is the probability ... called the probability mass function (pmf) of the discrete r.v. X. Properties of pdx) : The cdf FX(x) of a discrete r.v. X can be obtained by 2.5 CONTINUOUS RANDOM VARIABLES AND PROBABILITY...
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... inequality for acceptable random variables generalizes and improves the corresponding results presented by Yang for NA random variables and Wang et al. for NOD random variables. Using the exponential ... results of Yang [9] for NA random variables and Wang et al. [10] for NOD random variables. In Section 3, we will study the complete convergence for acceptable random variables using the exponential inequalities ... acceptable random variables. MSC(2000): 60E15, 60F15. Keywords: acceptable random variables; exponential inequality; complete conver- gence. 1 Introduction Let {X n , n ≥ 1} be a sequence of random variables...
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... presented by Yang for NA random variables and Wang et al. for NOD random variables. Using the exponential inequalities, we further study the complete convergence for acceptable random variables. MSC(2000): ... acceptable random variables. For example, Xing et al. [6] consider a strictly stationary NA sequence of random variables. According to the sentence above, a sequence of strictly stationary and NA random ... results of Yang [9] for NA random variables and Wang et al. [10] for NOD random v ariables. In Section 3, we will study the complete convergence for acceptable random variables using the exponential...
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... ρ-mixing random variables and to present some results on complete convergence under some suitable conditions. Some results generalize previous known results for rowwise independent random variables. 1. ... generated by {X i ; m ≤ i ≤ n}. The ρ-mixing random variables were first introduced by Kolmogorov and Rozanov 1. The limiting behavior of ρ-mixing random variables is very rich, for example, these ... Theory of Probability and Its Applications, vol. 2, pp. 222–227, 1960. 2 I. A. Ibragimov, “A note on the central limit theorem for dependent random variables, ” Theory of Probability and Its Applications,...
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Báo cáo hóa học: " Research Article Exponential Inequalities for Positively Associated Random Variables and Applications" pdf
... for Positively Associated Random Variables and Applications Guodong Xing, 1 Shanchao Yang, 2 and Ailin Liu 3 1 Department of Mathematics, Hunan University of Science and Engineering, Yongzhou, 425100 ... associated variables, ” Statistics & Probability Letters, vol. 73, no. 2, pp. 189–197, 2005. 5 S C. Yang a nd M. Chen, “Exponential inequalities for associated random variables and strong ... inequalities. Shao and Yu 2 generalized later the previous results. Recently, Ioannides and Roussas 3 established aBernstein-Hoeffding-type inequality for stationary and positively associated random vari- ables...
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