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Valuing Credit Default Swap under a double exponential jump di?usion model
作者姓名:YANG  Rui-cheng  PANG  Mao-xiu  JIN  Zhuang
基金项目:Supported by The National Natural Science Foundation of China (71261015), Humanity and Social Science Youth Foundation of Education Ministry in China (10YJC630334), Program for Innovative Research Team in Universities of Inner Mongolia Autonomous Region.
摘    要:This paper discusses the valuation of the Credit Default Swap based on a jump market, in which the asset price of a firm follows a double exponential jump diffusion process, the value of the debt is driven by a geometric Brownian motion, and the default barrier follows a continuous stochastic process. Using the Gaver-Stehfest algorithm and the non-arbitrage asset pricing theory, we give the default probability of the first passage time, and more, derive the price of the Credit Default Swap.

关 键 词:违约  信用  扩散模型  跳跃  Stehfest算法  几何布朗运动  扩散过程  随机过程

Valuing Credit Default Swap under a double exponential jump diffusion model
YANG Rui-cheng PANG Mao-xiu JIN Zhuang.Valuing Credit Default Swap under a double exponential jump diffusion model[J].Applied Mathematics A Journal of Chinese Universities,2014,29(1):36-43.
Authors:Rui-cheng Yang  Mao-xiu Pang  Zhuang Jin
Institution:1. Finance School, Inner Mongolia University of Finance and Economics, Hohhot, 010070, China
2. School of Mathematics and Information, Ludong University, Yantai, 264000, China
Abstract:This paper discusses the valuation of the Credit Default Swap based on a jump market, in which the asset price of a firm follows a double exponential jump diffusion process, the value of the debt is driven by a geometric Brownian motion, and the default barrier follows a continuous stochastic process. Using the Gaver-Stehfest algorithm and the non-arbitrage asset pricing theory, we give the default probability of the first passage time, and more, derive the price of the Credit Default Swap.
Keywords:Credit Default Swap  Brownian motion  double exponential jump diffusion model
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