Signals in two-sided search

We introduce signals to search models of two-sided matching markets and explore the implications for efficiency. In a labour market model in which firms can advertise wages and workers can choose effort, we find that advertisements can help overcome the Diamond paradox. Advertisements fix workers�...

Full description

Bibliographic Details
Main Author: Poeschel, Friedrich Gerd
Other Authors: Keller, Godfrey : Postel-Vinay, Fabien
Published: University of Oxford 2011
Subjects:
Online Access:http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.567826
id ndltd-bl.uk-oai-ethos.bl.uk-567826
record_format oai_dc
spelling ndltd-bl.uk-oai-ethos.bl.uk-5678262015-03-20T04:38:24ZSignals in two-sided searchPoeschel, Friedrich GerdKeller, Godfrey : Postel-Vinay, Fabien2011We introduce signals to search models of two-sided matching markets and explore the implications for efficiency. In a labour market model in which firms can advertise wages and workers can choose effort, we find that advertisements can help overcome the Diamond paradox. Advertisements fix workers' beliefs, so that workers will react if firms renege on advertisements. Firms then prefer to advertise truthfully. Next, we consider a market with two-sided heterogeneity in which types are only privately observable. We identify a simple condition on the match output function for agents to signal their types truthfully and for the matching to exhibit positive assortative matching despite search frictions. While our theoretical work implies that the efficiency of matching increases as information technology spreads, empirical matching functions typically suggest that it declines. By estimating more general matching functions, we show that the result of declining efficiency can partly be attributed to omitted variable bias.331.12Economics : Labour economics : search : matching : signals : Diamond paradox : sorting : matching functionUniversity of Oxfordhttp://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.567826http://ora.ox.ac.uk/objects/uuid:c1decfbb-5fdf-4c13-805e-2cc7fe115641Electronic Thesis or Dissertation
collection NDLTD
sources NDLTD
topic 331.12
Economics : Labour economics : search : matching : signals : Diamond paradox : sorting : matching function
spellingShingle 331.12
Economics : Labour economics : search : matching : signals : Diamond paradox : sorting : matching function
Poeschel, Friedrich Gerd
Signals in two-sided search
description We introduce signals to search models of two-sided matching markets and explore the implications for efficiency. In a labour market model in which firms can advertise wages and workers can choose effort, we find that advertisements can help overcome the Diamond paradox. Advertisements fix workers' beliefs, so that workers will react if firms renege on advertisements. Firms then prefer to advertise truthfully. Next, we consider a market with two-sided heterogeneity in which types are only privately observable. We identify a simple condition on the match output function for agents to signal their types truthfully and for the matching to exhibit positive assortative matching despite search frictions. While our theoretical work implies that the efficiency of matching increases as information technology spreads, empirical matching functions typically suggest that it declines. By estimating more general matching functions, we show that the result of declining efficiency can partly be attributed to omitted variable bias.
author2 Keller, Godfrey : Postel-Vinay, Fabien
author_facet Keller, Godfrey : Postel-Vinay, Fabien
Poeschel, Friedrich Gerd
author Poeschel, Friedrich Gerd
author_sort Poeschel, Friedrich Gerd
title Signals in two-sided search
title_short Signals in two-sided search
title_full Signals in two-sided search
title_fullStr Signals in two-sided search
title_full_unstemmed Signals in two-sided search
title_sort signals in two-sided search
publisher University of Oxford
publishDate 2011
url http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.567826
work_keys_str_mv AT poeschelfriedrichgerd signalsintwosidedsearch
_version_ 1716785972133232640