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- Tien-Chung Hu, Soo-Hak Sung, Andrei Volodin
- 2000

Let be an array of rowwise independent, but not necessarily identically distributed, random variables with =0 for all k and n. In this paper, we povide a domination condition under which… (More)

- Soo-Hak Sung
- 1998

Let ${X_n,n \geq 1}$ be a sequence of stochatically dominated pairwise independent random variables. Let ${a_n, n \geq 1}$ and ${b_n, n \geq 1}$ be seqence of constants such that $a_n \neq 0$ and $0

- Soo-Hak Sung
- 1997

Let ${X, X_n, n \geq 1}$ be a sequence of independent and indentically distributed(i, i, d) random variables. Let ${a_{ni}, 1 \leq i \leq n, \geq 1}$ be a triangular array of constants. The purpose… (More)

Call centers have become the prevalent contact points between companies and their customers. By virtue of recent advances in communication technology, the number and size of call centers have grown… (More)

The rate of convergence for an almost surely convergent series of independent random variables is studied in this paper. More specifically, when S converges almost surely to a random variable S, the… (More)

- Soo-Hak Sung
- 1999

The Hsu-Robbins-erd s theorem states that if {} is a sequence of independent and identically distributed random variables, then ${EX_1}^2=0 if and only if… (More)

- Soo-Hak Sung
- 2010

- Soo-Hak Sung
- 1998

In this paper, we obtain an analogue of law of the iterated logarithm for an array of independent, but not necessarily idetically distributed, random variables under some moment conditions of the… (More)