This paper provides a Markov model for the term structure of credit risk spreads. The model is based on Jarrow and Turnbull (1995) with the bankruptcy process following a discrete state space Markov chain in credit ratings. The parameters of this process are easily estimated using observable...

The purpose of this paper is to introduce a stochastic volatility model for option pricing that exhibits Lévy jump behavior. For this model, we derive the general formula for a European call option. A well known particular case of this class of models is the Bates model, for which the jumps are...

This paper reviews the literature on credit risk models. Topics included are structural and reduced form models, incomplete information, credit derivatives, and default contagion. It is argued that reduced form models and not structural models are appropriate for the pricing and hedging of...

Although relatively obscure, the market for distressed real estate tax liens exists in over 30 U.S. states, with a market size estimated to be around 20 billion dollars. While this niche asset class is relatively unknown to academics, internet advertising hypes tax liens to the populace as...

Since the work by Stigler on the economics of information in the early 1960s, economists have paid closer attention to the role of search for information. However, search methods are not considered in the theory of portfolio choice. We present a model of investor search behavior in order to...

This article presents the theory of option pricing with random volatilities in complete markets. As such, it makes two contributions. First, the newly developed martingale measure technique is used to synthesize results dating from Merton (1973) through Eisenberg, (1985, 1987). This synthesis...

We analyze the effect various delivery options embedded in commodity futures contracts have on the futures price. The two embedded options considered are the timing and location options. We show that early delivery is always optimal when only a timing option is present, but not so with joint...

The Black-Scholes formula is the quot;industry standardquot; for pricing options on a variety of instruments. This paper shows that even when markets are incomplete, the Black- Scholes option pricing formula can arise in an equilibrium merely from self-fulfilling beliefs that it is the correct...