Non-Stationary Search and Assortative Matching

This paper studies assortative matching in a non-stationary search-and-matching model with non-transferable payoffs. Non-stationarity entails that the number and characteristics of agents searching evolve endogenously over time. Assortative matching can fail in non-stationary environments under conditions for which Morgan (1994) and Smith (2006) show that it occurs in the steady state. This is due to the risk of worsening match prospects inherent to non-stationary environments. The main contribution of this paper is to derive the weakest sufficient conditions on payoffs for which matching is assortative. In addition to known steady state conditions, more desirable individuals must be less risk-averse in the sense of Arrow-Pratt.

Publication Details

Journal
London School of Economics and Political Science Research Online (London School of Economics and Political Science)
Published
2025-09-30
Citations
1
Primary Topic
Game Theory and Voting Systems
Type
article
Field-Weighted Citation Impact
0.00

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article

Non-Stationary Search and Assortative Matching

1 citations
London School of Economics and Political Science Research Online (London School of Economics and Political Science)
Game Theory and Voting Systems
article

Non-Stationary Search and Assortative Matching

article en
1 citations

Abstract

This paper studies assortative matching in a non-stationary search-and-matching model with non-transferable payoffs. Non-stationarity entails that the number and characteristics of agents searching evolve endogenously over time. Assortative matching can fail in non-stationary environments under conditions for which Morgan (1994) and Smith (2006) show that it occurs in the steady state. This is due to the risk of worsening match prospects inherent to non-stationary environments. The main contribution of this paper is to derive the weakest sufficient conditions on payoffs for which matching is assortative. In addition to known steady state conditions, more desirable individuals must be less risk-averse in the sense of Arrow-Pratt.

London School of Economics and Political Science Research Online (London School of Economics and Political Science)
Deutsche Forschungsgemeinschaft
Openalex Percentile: Top 39%
Game Theory and Voting Systems
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