This book gives a comprehensive review of results for associated sequences and
demimartingales developed so far, with special emphasis on demimartingales and related …

A number of exponential inequalities for identically distributed negatively dependent and
negatively associated random variables have been established by many authors. The proofs …

In this work, we establish an exponential inequality for unbounded negatively orthant
dependent (NOD) random variables. The inequality extends and improves the results of Kim …

The concept has of acceptable random variables been applied to exponential inequalities
for the partial sums by so many authors in different ways. In this work, we generalize the …

The Bernstein inequality is an exponential probability inequality for a sequence of bounded
independent random variables. In this paper, we prove a Bernstein type inequality for …

We establish large deviation inequalities with exponential decay for the maximum of partial
sums of subgaussian random variables. Applying our result to acceptable sequences of …

In the ever-evolving domain of risk theory, understanding the intricate relationships between
ruin probability, risk management, and the complexities of financial mathematics has never …

We establish large deviation inequalities with exponential decay for the maximum of partial
sums of subgaussian random variables. Applying our result to acceptable sequences of …

Some exponential inequalities and complete convergence are established for extended
negatively dependent (END) random variables. The inequalities extend and improve the …

Some probability inequalities are established for extended negatively dependent (END)
random variables. The inequalities extend some corresponding ones for negatively …