Affine term structure models of bond yields are important tools for analyzing fixed income markets and monetary policy. Estimators of Adrian, Crump, and Mönch (2013) and Diez de Los Rios (2015) replace time-consuming nonlinear search procedures with a set of simple linear regressions. However,...

The market model of interest rates specifies simple forward or Libor rates as lognormally distributed, their stochastic dynamics has a linear volatility function. In this paper, the model is extended to quadratic volatility functions which are the product of a quadratic polynomial and a...

We study in this paper a forecasting model for long-term rates based both on the arbitrage-free hypothesis and the agents' rationality. The long-term rate is expressed as an average of expected short-term rates, which are modelized according to three models: two univariate models (with...

The goal of this paper is to develop a test for the relative importance of the time-varying term premium and the peso-problem for rejection of the Expectation Hypothesis of the Term Structure (EHTS). Our reasoning is based on a term structure model that allows for both phenomena simultaneously....

We estimate a cross-sectional model of the yield spreads of German Mittelstand bonds as a function of liquidity measures as well as a number of variables that control for both the characteristics of the issuing firm and the bond characteristics. Our results show a significant positive effect of...

This paper examine differences between risk-neutral and objective probability densities of future interest rates. The identification and quantification of these differences are important when risk-neutral densities (RNDs), such as option-implied RNDs, are used as indicators of actual beliefs of...