BSDEs with random default time and their applications to default risk

Economy – Quantitative Finance – Computational Finance

Scientific paper

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25 pages

Scientific paper

In this paper we are concerned with backward stochastic differential equations with random default time and their applications to default risk. The equations are driven by Brownian motion as well as a mutually independent martingale appearing in a defaultable setting. We show that these equations have unique solutions and a comparison theorem for their solutions. As an application, we get a saddle-point strategy for the related zero-sum stochastic differential game problem.

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