Deadline effects and inefficient delay in bargaining with endogenous commitment
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Publication:1308807
DOI10.1006/jeth.1993.1045zbMath0793.90103OpenAlexW2084898521MaRDI QIDQ1308807
Daniel J. Seidmann, Chaim Fershtman
Publication date: 10 December 1993
Published in: Journal of Economic Theory (Search for Journal in Brave)
Full work available at URL: https://semanticscholar.org/paper/ff86666e4597a1a2bbfcf39ca9226cb5693c21da
Cooperative games (91A12) Auctions, bargaining, bidding and selling, and other market models (91B26)
Related Items (27)
Bargaining, reference points, and limited influence ⋮ BARGAINING WITH COMMITMENT UNDER AN UNCERTAIN DEADLINE ⋮ Alternating-offers bargaining with one-sided uncertain deadlines: an efficient algorithm ⋮ Multilateral bargaining with concession costs ⋮ Bargaining and waning commitments ⋮ Collective hold‐up ⋮ WAGE NEGOTIATION UNDER GOOD FAITH BARGAINING ⋮ Commitment in alternating offers bargaining ⋮ Bargaining under a deadline: Evidence from the reverse ultimatum game. ⋮ A characterization of a limit solution for finite horizon bargaining problems ⋮ DEADLINE EFFECTS IN SEQUENTIAL BARGAINING — AN EXPERIMENTAL STUDY ⋮ Bargaining with history-dependent preferences ⋮ Tough negotiations: bilateral bargaining with durable commitments ⋮ Dynamic matching and bargaining with heterogeneous deadlines ⋮ No compromise: uncertain costs in reputational bargaining ⋮ Tax contracts, party bargaining, and government formation ⋮ Optimal deadlines for agreements ⋮ Delay in the alternating-offers model of bargaining ⋮ Strategic delay and endogeneous offers in bargaining games with private information ⋮ Creative bargaining ⋮ Equilibrium payoffs and proposal ratios in bargaining models ⋮ Alternating-offer bargaining with endogenous commitment ⋮ Selective acceptance and inefficiency in a two-issue complete information bargaining game ⋮ Delay in multilateral bargaining under complete information ⋮ Bargaining with imperfect commitment ⋮ Bargaining with incomplete information ⋮ Finite horizon bargaining with outside options and threat points
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