Dynamic mechanism design: A myersonian approach

Alessandro Pavan, Ilya Segal, Juuso Toikka

Research output: Contribution to journalArticlepeer-review

169 Scopus citations


We study mechanism design in dynamic quasilinear environments where private information arrives over time and decisions are made over multiple periods. We make three contributions. First, we provide a necessary condition for incentive compatibility that takes the form of an envelope formula for the derivative of an agent's equilibrium expected payoff with respect to his current type. It combines the familiar marginal effect of types on payoffs with novel marginal effects of the current type on future ones that are captured by "impulse response functions." The formula yields an expression for dynamic virtual surplus that is instrumental to the design of optimal mechanisms and to the study of distortions under such mechanisms. Second, we characterize the transfers that satisfy the envelope formula and establish a sense in which they are pinned down by the allocation rule ("revenue equivalence"). Third, we characterize perfect Bayesian equilibrium-implementable allocation rules in Markov environments, which yields tractable sufficient conditions that facilitate novel applications. We illustrate the results by applying them to the design of optimal mechanisms for the sale of experience goods ("bandit auctions").

Original languageEnglish (US)
Pages (from-to)601-653
Number of pages53
Issue number2
StatePublished - Mar 2014


  • Asymmetric information
  • Envelope theorems
  • Incentives
  • Mechanism design
  • Stochastic processes

ASJC Scopus subject areas

  • Economics and Econometrics


Dive into the research topics of 'Dynamic mechanism design: A myersonian approach'. Together they form a unique fingerprint.

Cite this