Much of the work on real options assumes that the underlying state variable follows a geometric Brownian motion with constant volatility. This paper uses a more general assumption for the state variable process that better captures the empirical regularities found in commodity markets. We use...

A closed‐form pricing solution is proposed for the quality option embedded in Treasury bond futures contracts, under a multifactor and D. Heath, R. Jarrow, and A. Morton (1992) Gaussian framework. Such an analytical solution can be obtained through a conditioning approximation, in the sense of...

The efficiency of traditional and stochastic interest rate risk measures is compared under one-, two-, and three-factor Gauss-Markov HJM term structure models, and for different immunization periods. The empirical analysis, run on the German Treasury bond market from January 2000 to December...

The Duffie-Kan (1996) model, which can be considered as the most general affine term structure model, was originally specified in terms of risk-adjusted stochastic processes for its state variables. Here, the Duffie and Kan (1996) model is initially fitted into a general equilibrium framework...

This paper compares the efficiency of traditional and stochastic interest rate risk measures under two distinct interest rate term structure frameworks: the Nelson-Siegel specification and an HJM consistent parametrization, as proposed by Bjork and Christensen(1999). Empirical analysis suggests...

Much of the work on real options assumes that the underlying state variable follows a geometric Brownian motion with constant volatility. This paper uses a more general assumption for the state variable process which may better capture the empirical observations found in the financial economics...