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Consider a system of particles evolving as independent and iden-tically distributed (i.i.d.) random walks. Initial fluctuations in the particle density get translated over time with velocity ~v, the c...
In this study, we introduce a notion of uniform statistical convergence of random variable sequences. We show that a continuous function conserves the limit of statistical convergence of real-number s...
In this paper, the convergence of negatively associated random fields is investigated, two sufficiency conditions for the law of the logarithum are obtained by the Rosenthal and maximal Rosenthal ineq...
In this paper , some new results are also given for the random solution of a class of random operator equations which generalize several results in [4] (2004) and some notes in [5] in Banach space .Th...
In this paper we introduce a combinatorial framework which provides an interpretation of RNA pseudoknot structures as sampling paths of a Markov process. Our results give insight into the cross-serial...
Some notions of conditionally dominated random variables are introduced and characterized, Under rather minimal assumptions on random variables {X,Xn, n ≥ 1}, some limit theorems of Jamison’s type of ...
In this paper, a two-way random effects model with interaction is considered for the log-transformed shift-long exposure measurements. Exact tests and confidence intervals for the relevant parameters ...
On the precise asymptotics in complete moment convergence of moving average processes under NA random variables.
In this paper we consider a random variable arising from a problem of geometrical intersection between a ¯xed convex body K and a system of random lines in E2.
A simple bound is presented for the probability that the sum of nonnegative independent random variables is exceeded by its expectation by more than a positive number t. If the variables have the same...
This paper continues a series of results begun by a l'Hospital type rule for monotonicity, which is used here to obtain refinements of the Eaton-Pinelis inequalities for sums of bounded independent ra...
Some estimations and inequalities are given for the higher order central moments of a random variable taking values on a finite interval. An application is considered for estimating the moments of a t...
We show that the expectation of a class of functions of the sum of weighted identically independent distributed positive random variables is Schur-concave with respect to the weights. Furthermore, we ...
Some inequalities for the dispersion of a random variable whose pdf is defined on a finite interval and applications are given.

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