A Bernoulli excursion and its various applications

0.00 Avg rating—0 Votes

Article ID:	iaor19921999
Country:	United Kingdom
Volume:	23
Issue:	3
Start Page Number:	557
End Page Number:	585
Publication Date:	Sep 1991
Journal:	Advances in Applied Probability
Authors:	Takacs Lajos
Keywords:	graphs

Abstract:

This paper is concerned with a random walk process equ1 in which equ2 and equ3 for equ4 . This process is called a Bernoulli excursion. The main object is to find the distribution, the moments, and the asymptotic distribution of the random variable equ5 defined by equ6 . The results derived have various applications in the theory of probability, including random graphs, tournaments and order statistics.

Reviews

Required fields are marked *. Your email address will not be published.