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Decreasing Yield Curves in a Model with an Unknown Constant Growth Rate

Frank Riedel

Open publisher page 14 citations

Abstract

Abstract The effect of incomplete information on the term structure of interest rates is examined in the framework of a pure exchange economy under uncertainty where aggregate output grows at a constant rate. If the growth rate is known, the term structure is flat. In contrast, the term structure is a decreasing curve when agents do not know the growth rate. Long term yields are less than the short rate and the yield of long term bonds is determined by the worst possible realizations of future short rates. JEL classification codes: D5, D9, E4, G1.

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What this paper is about

Abstract The effect of incomplete information on the term structure of interest rates is examined in the framework of a pure exchange economy under uncertainty where aggregate output grows at a constant rate. If the growth rate is known, the term structure is flat. In contrast, the term structure is a decreasing curve when agents do not know the growth rate. Long term yields are less than the short rate and the yield of long term bonds is determined by the worst possible realizations of future short rates. JEL classification codes: D5, D9, E4, G1.

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Available abstract

Abstract The effect of incomplete information on the term structure of interest rates is examined in the framework of a pure exchange economy under uncertainty where aggregate output grows at a constant rate. If the growth rate is known, the term structure is flat. In contrast, the term structure is a decreasing curve when agents do not know the growth rate. Long term yields are less than the short rate and the yield of long term bonds is determined by the worst possible realizations of future short rates. JEL classification codes: D5, D9, E4, G1.

Key concepts: Constant (computer programming), Yield (engineering), Yield curve, Economics, Mathematics, Econometrics, Thermodynamics, Physics

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