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Ambiguous implementation: the partition model
by
de Castro, Luciano I.
, Liu, Zhiwei
, Yannelis, Nicholas C.
in
Allocation
/ Ambiguity
/ Analysis
/ Economic models
/ Economic theory
/ Economic Theory/Quantitative Economics/Mathematical Methods
/ Economics
/ Economics and Finance
/ Endowment
/ Endowments
/ Equilibrium
/ Equilibrium (Economics)
/ Expected utility
/ Funding
/ Game Theory
/ Information asymmetry
/ Maximin strategies
/ Microeconomics
/ Partition
/ Public Finance
/ Research Article
/ Social and Behav. Sciences
/ Studies
2017
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Ambiguous implementation: the partition model
by
de Castro, Luciano I.
, Liu, Zhiwei
, Yannelis, Nicholas C.
in
Allocation
/ Ambiguity
/ Analysis
/ Economic models
/ Economic theory
/ Economic Theory/Quantitative Economics/Mathematical Methods
/ Economics
/ Economics and Finance
/ Endowment
/ Endowments
/ Equilibrium
/ Equilibrium (Economics)
/ Expected utility
/ Funding
/ Game Theory
/ Information asymmetry
/ Maximin strategies
/ Microeconomics
/ Partition
/ Public Finance
/ Research Article
/ Social and Behav. Sciences
/ Studies
2017
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Ambiguous implementation: the partition model
by
de Castro, Luciano I.
, Liu, Zhiwei
, Yannelis, Nicholas C.
in
Allocation
/ Ambiguity
/ Analysis
/ Economic models
/ Economic theory
/ Economic Theory/Quantitative Economics/Mathematical Methods
/ Economics
/ Economics and Finance
/ Endowment
/ Endowments
/ Equilibrium
/ Equilibrium (Economics)
/ Expected utility
/ Funding
/ Game Theory
/ Information asymmetry
/ Maximin strategies
/ Microeconomics
/ Partition
/ Public Finance
/ Research Article
/ Social and Behav. Sciences
/ Studies
2017
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Journal Article
Ambiguous implementation: the partition model
2017
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Overview
In a partition model, we show that each maximin individually rational and ex ante maximin efficient allocation of a single good economy is implementable as a maximin equilibrium. When there are more than one good, we introduce three conditions. If none of the three conditions is satisfied, then a maximin individually rational and ex ante maximin efficient allocation may not be implementable. However, as long as one of the three conditions is satisfied, each maximin individually rational and ex ante maximin efficient allocation is implementable. Our work generalizes and extends the recent paper of de Castro et al. (Games Econ Behav 2015. doi: 10.1016/j.geb.2015.10.010).
Publisher
Springer,Springer Berlin Heidelberg,Springer Nature B.V
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