Equilibrium is analyzed for a simple barter model with identical risk-neutral agents where trade is coordinated by a stochastic matching process. It is shown that there are multiple steady-state rational expectations equilibria, with all non-corner solution equilibria inefficient. This implies that an economy with this type of trade friction does not have a unique natural rate of unemployment.

Equilibrium is analyzed for a simple barter model with identical risk-neutral agents where trade is coordinated by a stochastic matching process. It is shown that there are multiple steady-state rational expectations equilibria, with all non-corner solution equilibria inefficient. This implies that an economy with this type of trade friction does not have a unique natural rate of unemployment.

With imperfect job information flows, it is plausible that the distribution of job offerings becomes more attractive when there are more vacancies and more unemployed. With word-of-mouth communication, this condition is derived. Given this condition, steady-state equilibrium is not efficient, with welfare increased by the introduction of unemployment compensation even though all agents are risk neutral. In this way workers become more selective in the jobs they accept.

With imperfect job information flows, it is plausible that the distribution of job offerings becomes more attractive when there are more vacancies and more unemployed. With word-of-mouth communication, this condition is derived. Given this condition, steady-state equilibrium is not efficient, with welfare increased by the introduction of unemployment compensation even though all agents are risk neutral. In this way workers become more selective in the jobs they accept.