Reference Dependence and Market Participation
Abstract
This paper finds optimal portfolios for the reference-dependent preferences of Koszegi and Rabin, with piecewise linear gain-loss utility, in a one-period model with a safe and a risky asset. If the return of the risky asset... [ view full abstract ]
This paper finds optimal portfolios for the reference-dependent preferences of Koszegi and Rabin, with piecewise linear gain-loss utility, in a one-period model with a safe and a risky asset. If the return of the risky asset is highly dispersed relative to its potential gains, two personal equilibria arise, one of them including risky investments, the other one only safe holdings. In the same circumstances, the risky personal equilibrium entails market participation that decreases with loss aversion and gain-loss sensitivity, whereas the preferred personal equilibrium is sensitive to market and preference parameters.
Authors
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Andrea Meireles Rodrigues
(Dublin City University)
Topic Areas
Game Theory , Optimal Investment , Utility Theory
Session
TU-A-UI » Equilibria: Heterogenous Preferences & Information, Learning & Reference Dependence (11:30 - Tuesday, 17th July, Ui Chadhain)