Modeling the joint term structure of interest rates in the United States and the European Union, the two largest economies in the world, is extremely important in international finance. In this article, we provide both theoretical and empirical analysis of multi-factor joint affine term...

Modeling the joint term structure of interest rates in the United States and the European Union, the two largest economies in the world, is extremely important in international finance. In this paper, we provide both theoretical and empirical analysis of multi-factor joint affine term structure...

The numerous empirical studies on affine term structure models have primarily focused on the in-sample fit of historical bond yields and ignored the out-of-sample forecast of future bond yields. Based on an omnibus nonparametric procedure for density forecast evaluation developed in this paper,...

We propose two nonparametric specification tests for continuous-time models based on transition density, which unlike the marginal density used in the literature, can capture the full dynamics of a continuous-time process. To improve the finite sample performance of nonparametric methods, we...

We characterize the dynamics of the U.S. short-term interest rate using a Markov regime switching model. Using a test developed by Garcia (1998), we show that there are two regimes in the data: In one regime, the short rate behaves like a random walk with low volatility; in another regime, it...

We have developed Bayesian Markov chain Monte Carlo (MCMC) methods for inferences of continuous-time models with stochastic volatility and infinite-activity Leacute;vy jumps using discretely sampled data. Simulation studies show that (i) our methods provide accurate joint identification of...