Using a Soft Deadline to Counter Monopoly

ABSTRACT A monopolist often exploits a hard deadline to raise their commitment power. I explore whether a group of buyers can employ a soft deadline to counter the monopoly. Using a simple model of a durable goods monopolist under a deadline, I show that the buyers' imperfect commitment to exit early may elicit a big sale from the monopolist and generate the buyers' premium. The soft deadline partially restores the self‐competition dynamics of the Coase conjecture, which was previously constrained by the hard deadline. In the conventional wisdom on the Coase conjecture, the shorter bargaining horizon (or, interpretably, less durability of goods) augments monopoly power. A soft deadline breaks this link: the horizon appears shorter , but the buyers may be better off in expectation.

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Publication Details

Journal
Journal of Industrial Economics
Published
2025-05-14
DOI
https://doi.org/10.1111/joie.12416
Primary Topic
Game Theory and Voting Systems
Type
article
Field-Weighted Citation Impact
0.00
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article

Using a Soft Deadline to Counter Monopoly

Masahiro Yoshida
Journal of Industrial Economics
Game Theory and Voting Systems
article

Using a Soft Deadline to Counter Monopoly

Masahiro Yoshida
article en

Abstract

ABSTRACT A monopolist often exploits a hard deadline to raise their commitment power. I explore whether a group of buyers can employ a soft deadline to counter the monopoly. Using a simple model of a durable goods monopolist under a deadline, I show that the buyers' imperfect commitment to exit early may elicit a big sale from the monopolist and generate the buyers' premium. The soft deadline partially restores the self‐competition dynamics of the Coase conjecture, which was previously constrained by the hard deadline. In the conventional wisdom on the Coase conjecture, the shorter bargaining horizon (or, interpretably, less durability of goods) augments monopoly power. A soft deadline breaks this link: the horizon appears shorter , but the buyers may be better off in expectation.

Journal of Industrial EconomicsVol. 73(3)
Waseda University (JP)
Openalex Percentile: Top 85%
Game Theory and Voting Systems
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