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Stochastic and Copula Models for Credit Derivatives

by Meng, Chao

Abstract (Summary)
We prove results relating to the exit time of a stochastic process from a region in N-dimensional space. We compute certain stochastic integrals involving the exit time. Taking a Gaussian copula model for the hitting time behavior, we prove several results on the sensitivity of quantities connected with the hitting times to parameters of the model, as well as the large-N behavior. We discuss the relationship of these results to certain credit derivative instruments. Relevant simulations are presented.
Bibliographical Information:

Advisor:Sundar, Padmanaban; Perlis, Robert V.; Sengupta, Ambar N.; Cochran, George W.; Davidson, Mark G.; Chance, Donald M.

School:Louisiana State University in Shreveport

School Location:USA - Louisiana

Source Type:Master's Thesis

Keywords:mathematics

ISBN:

Date of Publication:07/02/2008

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