Let emph{X} and emph{Y} be positive weakly negatively dependent (WND)

random variables with finite expectations and continuous distribution functions

emph{F} and emph{G} with heavy tails, respectively. The asymptotic behavior...

variable xn(A), the number of observations that fall into a random region determined by a Borel set A that is subsets of positive real number and the nth upper record. We investigated the asymptotic behavior of xn(A) in a sequence of iid and absolutely...

Let emph{X} and emph{Y} be positive weakly

negatively dependent (WND) random variables with finite

expectations and continuous distribution functions

emph{F} and emph{G } with heavy tails, respectively. The asymptotic behavior...

results concerning the stability of the orthogonality

equation to the framework of Hilbert C∗-modules on more general restricted

domains. In particular, we investigate some asymptotic behavior

and the Hyers–Ulam–Rassias stability...

and P[a ≤ ≤ b] = 1 j θ for some 0 < a ≤ b < ∞ and for all j ≥ 1.

In this paper, we study the asymptotic behavior of the tail probabilities of

the maximum, weighted sums, randomly weighted sums and randomly

indexed weighted sums...

We investigate the Hyers-Ulam stability of the Jensen functional

equation for mappings from linear spaces into multi-normed spaces. We then

establish an asymptotic behavior of the Jensen equation in the framework of...

In this paper, we establish the conditional stability of the generalized Jensen functional

equation f (ax+by) = ag(x)+bh(y) on various restricted domains such as inside balls, outside

balls, and punctured ...