Structural edge replacements in temporal networks can eliminate inefficient equilibria that survive any bounded transfer budget, while a dynamic pivot mechanism delivers second-best efficiency under private information where no direct mechanism meets all incentive, budget, and privacy constraints.
Changing the Game: Status-Quo Inertia, Institutional Design, and Equilibrium Transition
2 Pith papers cite this work. Polarity classification is still indexing.
abstract
Many economic interventions are designed as marginal changes in incentives. Yet in environments shaped by coordination, institutional persistence, and path dependence, such reforms often leave behavior largely unchanged. This paper studies interventions in games when equilibrium selection displays status-quo inertia: if the pre-intervention equilibrium remains a Nash equilibrium after policy, it continues to be selected. In that environment, price-based interventions and simple option expansion may fail even when they improve welfare in a partial-equilibrium sense. By contrast, interventions that modify the feasible action space, especially deletion and replacement interventions, can be substantially more effective because they remove the strategic basis for persistence. We develop a simple framework, derive general results, provide complete proofs, and illustrate the economics with examples from climate transition, platform regulation, financial reform, and industrial modernization. The analysis highlights a basic policy lesson: when inefficient equilibria are institutionally entrenched, the central problem is often not how to price the existing game more finely, but how to change the game itself.
fields
econ.TH 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Defines meta-Bayesian Nash equilibrium for incomplete information and proves existence via Kakutani's fixed point theorem assuming finite type spaces, meta-actions, transformations, and unique Bayesian Nash equilibria in transformed games.
citing papers explorer
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Breaking Status-Quo Inertia in Living Temporal Games: Dynamic Intervention, Implementation, and Structural Design
Structural edge replacements in temporal networks can eliminate inefficient equilibria that survive any bounded transfer budget, while a dynamic pivot mechanism delivers second-best efficiency under private information where no direct mechanism meets all incentive, budget, and privacy constraints.
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Meta-Bayesian Nash Equilibrium: Existence via Kakutani's Fixed Point Theorem
Defines meta-Bayesian Nash equilibrium for incomplete information and proves existence via Kakutani's fixed point theorem assuming finite type spaces, meta-actions, transformations, and unique Bayesian Nash equilibria in transformed games.