1990
DOI: 10.2307/2937825
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Intergenerational Transfers and Liquidity Constraints

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Cited by 230 publications
(148 citation statements)
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“…Therefore, the parents' equilibrium choice of assistance depends on the probability of imitation, p, and on the expected transfer, Y, received from children, so that the unique ] ] ] ] solution X may be written as X 5X(Y,p). Cox and Stark (1996) prove that the equilibrium choice X is ] s increasing in the probability of imitation p since ≠X / ≠p 5 U /pEU . 0.…”
Section: The Demonstration Effect Modelmentioning
confidence: 99%
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“…Therefore, the parents' equilibrium choice of assistance depends on the probability of imitation, p, and on the expected transfer, Y, received from children, so that the unique ] ] ] ] solution X may be written as X 5X(Y,p). Cox and Stark (1996) prove that the equilibrium choice X is ] s increasing in the probability of imitation p since ≠X / ≠p 5 U /pEU . 0.…”
Section: The Demonstration Effect Modelmentioning
confidence: 99%
“…The model of upstream transfers developed by Bergstrom and Stark (1993) and Cox and Stark (1996) includes imitative behavior in the expected utility maximization and involves three generations: grandparents G, parents P, and children K. According to the demonstration theory, P give to G in anticipation that when they, the P, become G, and the K become P, the K will treat P in the same way that P treat G.…”
Section: The Demonstration Effect Modelmentioning
confidence: 99%
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