Equilibrium payoffs in these disclosure games are achievable with laminar partition strategies allowing nonadjacent pooling, and the sender does not always benefit from commitment.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
fields
econ.TH 2years
2022 2verdicts
UNVERDICTED 2representative citing papers
Optimal information structures in smooth games are those whose induced equilibria are also contractually implementable; targeted disclosure is robustly optimal with common values and linear disclosure is uniquely optimal with normal interdependent values in symmetric linear-quadratic games.
citing papers explorer
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Withholding Verifiable Information
Equilibrium payoffs in these disclosure games are achievable with laminar partition strategies allowing nonadjacent pooling, and the sender does not always benefit from commitment.
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Information Design in Smooth Games
Optimal information structures in smooth games are those whose induced equilibria are also contractually implementable; targeted disclosure is robustly optimal with common values and linear disclosure is uniquely optimal with normal interdependent values in symmetric linear-quadratic games.