The no-arbitrage affine Gaussian term structure model is used for analyzing the impact of macroeconomic surprises on the nominal and the real term structure, in the euro area and in the United States. We find that nominal rates are impacted by surprises on economic growth, labour market and...

This paper uses the celebrated no-arbitrage affine Gaussian term structure model applied to index-linked and standard government bonds to derive expected inflation rates and inflation risk premia, in the euro area and in the US. Maximum likelihood estimates show that the model describes the...

Estimates of the real term structure for the euro area implied by French index-linked bonds are obtained by means of a smoothing spline methodology. The real term structure allows computation of the constant-maturity inflation compensation, which is compared with the surveyed inflation...

The no-arbitrage affine Gaussian term structure model is used to analyse the impact of macroeconomic surprises on the nominal and the real term structure in the euro area and in the United States. We find that nominal rates are affected by surprises in economic growth, the labour market and the...

Term structure models are routinely used by central banks to assess the impact of their communication on market participants' views of future interest rate developments. However, recent studies have pointed out that traditional term structure models can provide misleading indications when policy...

We propose a general method for the Bayesian estimation of nonlinear no-arbitrage term structure models. The main innovations we introduce are: 1) a computationally efficient method, based on deep learning techniques, for approximating no-arbitrage model-implied bond yields to any desired degree...

We test whether the sharp increase in sovereign spreads of Euro area countries with respect to Germany observed after the burst of the Greek crisis on October 2009 is due to a deterioration of the macroeconomic and fiscal scenarios, or to some form of financial contagion. More in detail, we...