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Intertemporal Asset Pricing
Evidence from Germany

Inglese · Tascabile

Spedizione di solito entro 4 a 7 giorni lavorativi

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In the mid-eighties Mehra and Prescott showed that the risk premium earned by American stocks cannot reasonably be explained by conventional capital market models. Using time additive utility, the observed risk pre mium can only be explained by unrealistically high risk aversion parameters. This phenomenon is well known as the equity premium puzzle. Shortly aft erwards it was also observed that the risk-free rate is too low relative to the observed risk premium. This essay is the first one to analyze these puzzles in the German capital market. It starts with a thorough discussion of the available theoretical mod els and then goes on to perform various empirical studies on the German capital market. After discussing natural properties of the pricing kernel by which future cash flows are translated into securities prices, various multi period equilibrium models are investigated for their implied pricing kernels. The starting point is a representative investor who optimizes his invest ment and consumption policy over time. One important implication of time additive utility is the identity of relative risk aversion and the inverse in tertemporal elasticity of substitution. Since this identity is at odds with reality, the essay goes on to discuss recursive preferences which violate the expected utility principle but allow to separate relative risk aversion and intertemporal elasticity of substitution.

Dettagli sul prodotto

Autori Bernd Meyer
Editore Physica-Verlag
 
Contenuto Libro
Forma del prodotto Tascabile
Data pubblicazione 01.01.1998
Categoria Scienze sociali, diritto, economia > Economia > Economia politica
 
EAN 9783790811599
ISBN 978-3-7908-1159-9
Numero di pagine 287
Illustrazioni XII, 287 p. 5 illus.
Altezza (della confezione) 23.5 cm
Peso (della confezione) 458 g
 
Serie Contributions to Economics
Contributions to Economics
Categorie Analysis, Rating, Investment, Portfolio, Angewandte Mathematik, arbitrage, Finanzenwesen und Finanzindustrie, quantitativefinance, assetpricing, IntertemporaleGleichgewichtsmodelle, IntertemporalEquilibriumModels
 

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