This paper reexamines the issue of unspanned stochastic volatility (USV) in bond markets and the puzzle of poor relative pricing between bonds and bond options. I make a distinction between the "weak USV" and the "strong USV" scenarios, and analyze the evidence for each of them. I argue that the...

The aim of this paper is to study how macroeconomic impulses can affect the term structure during the Great Moderation. As novelty in the research strategy, we create a term-structure using three latent factors of the yield curve. A Nelson-Siegel Model is implemented to estimate the latent...

In this paper I show that the difficulty in estimating unconditional means from time series data alone is the cause for the lack of robustness in empirical estimates of the workhorse model in macro-finance. Using US and UK yield curve data and an extensive Monte Carlo study I show that using...

We find evidence for time-varying risk premia across international bond markets. Local and global factors jointly predict returns. The global factor is closely linked to US bond risk premia and international business cycles. Movements in the global factor seem to drive risk premia and expected...

I study the relationship between interest rates and interest-rate volatility, particularly the idea of unspanned stochastic volatility (USV): volatility risk that cannot be hedged with bonds or swaps. Simulated data is used to assess the ability of regression-based techniques, popular but...

This paper proposes a term structure model with macro VAR in a stochastic volatility setting. The specific feature of this model is that the risk premium of yields is directly driven by the time-varying variance-covariance of the VAR innovations, which is modeled by a Wishart Autoregressive...

Starting from the discrete-time a ne term structure model by Dai, Le & Singleton (2006), this paper proposes a Radon-Nikodym derivative which implies that factors follow a mixture distribution under the physical measure. The model thus maintains attractive features of an affine relation between...

It is well-known that interest rates are extremely persistent, yet they are best modeled and understood as stationary processes. These properties are contradictory in the workhorse Gaussian affine term structure model in which the persistent data often result in unit roots that imply...

Compared with stocks, bonds are more directly affected by fluctuations in oil prices through the expected inflation component in nominal bond yields. Surprisingly, prior literature finds little predictive power of oil price changes on bond excess returns. This finding is counter intuitive,...

This paper discusses the relation between forward price models (FPM) and the so called implied volatility term structure (VTS). We start by considering the case of pure deterministic forward price volatilities and suppose both forward contracts and at-the-money (ATM) options, on a same...