Discrete Operational Calculus in Delayed Stochastic Games
Probability
2019-01-23 v1
Abstract
This article deals with classes of antagonistic games with two players. A game is specified in terms of two `hostile' stochastic processes representing mutual attacks upon random times exerting casualties of random magnitudes. The game ends when one of the players is defeated. We target the first passage time of the defeat and the number of casualties to either player upon . Here we validate our claim of analytic tractability of the general formulas obtained in [1] under various transforms.
Cite
@article{arxiv.1901.07178,
title = {Discrete Operational Calculus in Delayed Stochastic Games},
author = {J. H. Dshalalow and K. Iwezulu and R. T. White},
journal= {arXiv preprint arXiv:1901.07178},
year = {2019}
}
Comments
Pre-print