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Attenuated Model of Pricing Credit Default Swap under the Fractional Brownian Motion Environment

机译:分数布朗运动环境下的信用违约互换定价衰减模型

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This paper mainly discusses the pricing of credit default swap (CDS) in the fractional dimension environment. We assume that the default intensity of a firm depends on the default states of counterparty firms and the term structure of interest rates, but the contagious impact of the counterparty firm is decreasing over time, until disappears. The interest rate risk is reflected by the fractional Vasicek interest rate model. We model the firm’s default intensity in the looping default framework and derive the pricing formulas of risky bonds and credit default swap.
机译:本文主要讨论分数维环境下的信用违约掉期(CDS)的定价。我们假设一个公司的违约强度取决于交易对方公司的违约状态和利率期限结构,但是该交易对方公司的传染性影响随着时间的流逝而逐渐减小,直到消失。分数Vasicek利率模型反映了利率风险。我们在循环违约框架中对公司的违约强度进行建模,并得出风险债券和信用违约掉期的定价公式。

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