The Sato process model for option prices is expanded to accomodate credit considerations by incorporating a single jump to default occuring at an independent random time with a Weibull distribution. Explicit formulas for bid and ask prices are derived. Liquidity considerations are captured by...

We examine recovery rates of the European banking sector. To this end, we employ information embedded in credit default swaps (CDS) with different levels of seniority. To estimate implied recovery rates, we extend the model of Schlafer and Uhrig-Homburg (2014) and include absolute priority...

The relationship between the risk-neutral measure Q and the actual or real-world measure P, and the corresponding credit risk premium, are investigated in this paper. Quantifying and understanding the long-term average risk premium is important for a variety of financial applications and...

In this paper we address the issue of finding an efficient and flexible numerical approach for calculating survival/default probabilities and pricing Credit Default Swaps under advanced jump dynamics. We have chosen to use the firm's value approach, modeling the firm's value by an...

In this paper we discuss the pricing of Constant Maturity Credit Default Swaps (CMCDS) under single sided jump models. The CMCDS offers default protection in exchange for a floating premium which is periodically reset and indexed to the market spread on a CDS with constant maturity tenor written...