Explicit and implicit status-quo determination in dynamic bargaining: Theory and application to FOMC directive
نویسندگان
چکیده
The paper analyses recurring group decision making problems under uncertainty regarding future preferences of the actors involved, problems faced by many real world committees. The need for continuity in policy making implies that past decisions play an important role in determining subsequent ones, creating dynamic procedural linkages. In this context we compare two bargaining protocols: i) the implicit status-quo protocol under which present period policy serves as the status-quo for the next period and ii) the explicit status-quo protocol under which the decision in the current period involves both current policy and a (possibly different) status-quo for the ensuing period. We show that the two bargaining protocols lead to notably different policy outcomes. In Stationary Markov Perfect equilibrium, unique under slight refinement, the difference is most marked in the periods of common interest. These are still characterized by disagreement under implicit status-quo bargaining, while under explicit statusquo bargaining they lead to the policy decisions that fully reflect the congruent preferences of the committee members. Furthermore, the former bargaining protocol leads quickly to gridlock with constant policy unresponsive to the varying preferences in the committee, something the latter bargaining protocol does not deliver. However, the implicit status-quo protocol prevents abuse of proposal power, which is possible under the explicit status-quo. With this insight, we re-interpret explanations for the existence of ‘asymmetry’ in the Federal Open Market Committee (FOMC) directive. JEL Classification: C73, C78, D74, D78, E52, E58
منابع مشابه
Development and Application of an ALE Large Deformation Formulation
This paper presents a complete derivation and implementation of the Arbitrary Lagrangian Eulerian (ALE) formulation for the simulation of nonlinear static and dynamic problems in solid mechanics. While most of the previous work done on ALE for dynamic applications was mainly based on operator split and explicit calculations, this work derives the quasi-static and dynamic ALE equations in its si...
متن کاملThe Effects of Systemic-Theoretical Instruction on Developing Iranian EFL Learners’ Explicit and Implicit Knowledge of Tense-Aspect System
This study aimed to investigate the effects of Systemic Theoretical Instruction (STI), grounded in Socio-cultural Theory and proposed by Gal’perin, on developing Iranian EFL learners’ knowledge of English tense-aspect system. To this end, two low-intermediate classes, including 24 and 21 language learners aged between 12-19, were taught the distinction between simple past and present perfect te...
متن کاملPareto efficiency in the dynamic one - dimensional bargaining model
Pareto dominated agreements are shown to prevail with positive probability in an open set of status quo in a Markov perfect equilibrium of a one-dimensional dynamic bargaining game with endogenous status-quo. This equilibrium is continuous, symmetric, with dynamic preferences that satisfy the single-plateau property. It is also shown that there does not exist a symmetric equilibrium with single...
متن کاملStatus Quo Bias in Bargaining: An Extension of the Myerson-Satterthwaite Theorem with an Application to the Coase Theorem
for valuable discussions and suggestions, and especially Kim Border for pointing us to the right duality results necessary in the proof of part B of our proposition. Abstract We use a generalized version of the Myerson-Satterthwaite theorem to study ineeciencies in bilateral bargaining over trade of an indivisible good, where there is two sided private information on the valuations. We show tha...
متن کاملA case study of flood dynamic wave simulation in natural waterways using numerical solution of unsteady flows
Flood routing has many applications in engineering projects and helps designers in understanding the flood flow characteristics in river flows. Floods are taken unsteady flows that vary by time and location. Equations governing unsteady flows in waterways are continuity and momentum equations which in case of one-dimensional flow the Saint-Venant hypothesis is considered. Dynamic wave model as ...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
عنوان ژورنال:
دوره شماره
صفحات -
تاریخ انتشار 2011