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A dynamic Nelson-Siegel yield curve model with Markov switching
Institution:1. Department of Economics — FEA-RP USP, Brazil;2. Department of Economics — UFRGS, Brazil;1. International Department, The People’s Bank of China Shanghai Head Office, Shanghai 200127, China;2. Department of Statistics, University of Missouri-Columbia, MO 65211, United States;3. School of Finance and Statistics, East China Normal University, Shanghai 200241, China;1. Department of Economics, Università Ca’ Foscari Venezia, Fondamenta San Giobbe 873, Venezia, 30121, Italy;2. Institute of Finance, Università della Svizzera italiana and Swiss Finance Institute, Via Buffi 13, Lugano, 6900, Switzerland
Abstract:This paper proposes a model to better capture persistent regime changes in the interest rates of the US term structure. While the previous literature on this matter proposes that regime changes in the term structure are due to persistent changes in the conditional mean and volatility of interest rates we find that changes in a single parameter that determines the factor loadings of the model better captures regime changes. We show that this model gives superior in-sample forecasting performance as compared to a baseline model and a volatility-switching model. In general, we find compelling evidence that the extracted factors from our term structure models are closely related with various economic variables. Furthermore, we investigate and find evidence that the effects of macroeconomic phenomena such as monetary policy, inflation expectations, and real economic activity differ according to the particular regime realized for the term structure. In particular, we identify the periods where monetary policy appears to have a greater effect on the yield curve, and the periods where inflation expectations seem to have a greater effect in yield determination. We also find convincing evidence of a relationship between the regimes estimated by the various switching models with economic activity and monetary policy.
Keywords:Nelson–Siegel yield curve model  Regime shifts  State-Space model  Kalman filter  Kim algorithm
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