We present a neoclassical model of capital accumulation with frictional labour markets. Under standard parameter values the equilibrium of the model is indeterminate and consequently displays expectations-driven business cycles – so-called endogenous business cycles. We study the properties of such cycles, and find that the model predicts the high autocorrelation in output growth and the hump-shaped impulse response of output found in US data – important features that existing endogenous real business cycle models fail to explain. The indeterminacy of the equilibrium stems from job search externalities and does not rely on increasing returns to scale as in most models
We introduce equilibrium indeterminacy into a two-country incomplete asset model with imperfect comp...
Models that feature endogenously determined trade patterns are able to capture many features of inte...
This paper presents a computable general equilibrium model of endogenous (stochastic) growth and cyc...
Using ideas from the endogenous growth literature, we present a model of the endogenous determinatio...
The paper examins how a macro model, where there is an endogenous technical progress and strong inte...
This paper develops a model in which two information frictions are embedded into an otherwise conven...
This paper studies the business-cycle fluctuations predicted by a two-sector endogenous-business-cyc...
We construct an endogenous growth intertemporal general equilibrium model with two types of jobs and...
This paper studies the business-cycle fluctuations predicted by a two-sector endogenous-business-cyc...
Endogenous cycles in standard growth models with capital accumulation of the Solow or the OLG type o...
This paper proposes a microfounded model featuring frictional labor markets that generates procyclic...
The paper proposes a simple model of wage setting and imperfect competition that rakes into account ...
A Greenwald–Stiglitz (1993a) style rational expectations business cycle model is introduced in which...
This paper distinguishes two kinds of endogenous business cycle models: EBC1 models, which display d...
This paper explores the ability of a class of one-sector models to generate endogenous skills cycles...
We introduce equilibrium indeterminacy into a two-country incomplete asset model with imperfect comp...
Models that feature endogenously determined trade patterns are able to capture many features of inte...
This paper presents a computable general equilibrium model of endogenous (stochastic) growth and cyc...
Using ideas from the endogenous growth literature, we present a model of the endogenous determinatio...
The paper examins how a macro model, where there is an endogenous technical progress and strong inte...
This paper develops a model in which two information frictions are embedded into an otherwise conven...
This paper studies the business-cycle fluctuations predicted by a two-sector endogenous-business-cyc...
We construct an endogenous growth intertemporal general equilibrium model with two types of jobs and...
This paper studies the business-cycle fluctuations predicted by a two-sector endogenous-business-cyc...
Endogenous cycles in standard growth models with capital accumulation of the Solow or the OLG type o...
This paper proposes a microfounded model featuring frictional labor markets that generates procyclic...
The paper proposes a simple model of wage setting and imperfect competition that rakes into account ...
A Greenwald–Stiglitz (1993a) style rational expectations business cycle model is introduced in which...
This paper distinguishes two kinds of endogenous business cycle models: EBC1 models, which display d...
This paper explores the ability of a class of one-sector models to generate endogenous skills cycles...
We introduce equilibrium indeterminacy into a two-country incomplete asset model with imperfect comp...
Models that feature endogenously determined trade patterns are able to capture many features of inte...
This paper presents a computable general equilibrium model of endogenous (stochastic) growth and cyc...