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Ruin problems with stochastic premium stochastic return on investments
Ruin problems with stochastic premium stochastic return on investments
Journal Article

Ruin problems with stochastic premium stochastic return on investments

2007
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Overview
In this paper, ruin problems in the risk model with stochastic premium incomes and stochastic return on investments are studied. The logarithm of the asset price process is assumed to be a Lévy process. An exact expression for expected discounted penalty function is established. Lower bounds and two kinds of upper bounds for expected discounted penalty function are obtained by inductive method and martingale approach. Integro-differential equations for the expected discounted penalty function are obtained when the Lévy process is a Brownian motion with positive drift and a compound Poisson process, respectively. Some analytical examples and numerical examples are given to illustrate the upper bounds and the applications of the integro-differential equations in this paper.[PUBLICATION ABSTRACT]
Publisher
Springer Nature B.V