8 research outputs found

    On recursive solutions to simple allocation problems

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    We propose and axiomatically analyze a class of rational solutions to simple allocation problems where a policy-maker allocates an endowment E among n agents described by a characteristic vector c. We propose a class of recursive rules which mimic a decision processwhere the policy-maker initially starts with a reference allocation of E in mind and then uses the data of the problem to recursively adjust his previous allocation decisions.We showthat recursive rules uniquely satisfy rationality, c-continuity, and other-c monotonicity. We also show that a well-known member of this class, the Equal Gains rule, uniquely satisfies rationality, c-continuity, and equal treatment of equals

    On the macroeconomics of uncertainty and incomplete markets

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    Presidential address for the Twelfth World Congress of the International Economic Association, summarising semi-formally the author's recent work and concerns. Uncertainty and incomplete markets breed demand volatility as well as price and wage rigidities. The conjunction of these leads to multiple, volatile supply-constrained equilibria, typically reflecting coordination failures and apt to display persistence - as documented by three supporting theorems. Specific implications are linked to the conclusions that we should take coordination failures seriously, try to obviate demand volatility and try to by-pass price and wage rigidities
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