Sequential Decisions with Several Agents

Posted: 16 Sep 1999

See all articles by Bruno Bassan

Bruno Bassan

Sapienza University of Rome - Department of Mathematics

Marco Scarsini

Luiss University Dipartimento di Economia e Finanza

Abstract

We consider k agents who have different subjective probabilities and are utility maximizers. A planner, who knows the beliefs of the agents, maximizes the social expected utility, which is increasing and symmetric in the utilities of the agents. She does that by optimally stopping the flow of information released to the agents. The explicit form of the optimal stopping time is given.

JEL Classification: D83

Suggested Citation

Bassan, Bruno and Scarsini, Marco, Sequential Decisions with Several Agents. Available at SSRN: https://ssrn.com/abstract=119972

Bruno Bassan

Sapienza University of Rome - Department of Mathematics

Roma, I-00185
Italy

Marco Scarsini

Luiss University Dipartimento di Economia e Finanza ( email )

Viale Romania 32
Rome, RM 00197
Italy

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