The equilibrium ramification of a balanced budget rule are scrutinized in a one sector growth model augmented with investment frictions and a non-separable utility function in consumption and leisure. Edgeworth-complementarity between consumption and labor is formulated so as to generate a positive co-movement of consumption, output, and hours worked, as found in the data. Calibration of the model to the U.S. economy provides evidence that a balanced budget rule with a Taylor type monetary policy induce determinate equilibria
[[abstract]]This paper studies an infinite-horizon two-sector growth model with sector-specific exte...
It has been shown that under perfect competition and a Cobb-Douglas production function, a basic rea...
In this paper we develop a multiple equilibria one-sector R&D-based growth model, in which the k...
The equilibrium ramification of a balanced budget rule are scrutinized in a one sector growth model ...
We investigate the role of non-separable preferences on the occurrence of macroeconomic instability ...
ACL-2International audienceWe investigate the role of nonseparable preferences in the occurrence of ...
We investigate the role of preferences in the existence of expectation-driven instability under a ba...
This paper examines the stabilizing property of consumption taxation in a balanced-budget setting of...
In a seminal contribution, Schmitt-Grohé and Uribe (JPE, 1997), showed that the balanced-budget rule...
International audienceThis paper proposes a theoretical explanation of the positive consumption mult...
This paper studies whether nonseparabilities between consumption and leisure may help to explain the...
We analyze aggregate stability of a monetary economy with an interest-rate control type of monetary ...
This note studies a form of a utility function of consumption with habit and leisure that (a) is com...
The derivation of a closed-form solution for consumption based on the constant elasticity utility fu...
This note studies a form of a utility function of consumption with habit and leisure that (a) is com...
[[abstract]]This paper studies an infinite-horizon two-sector growth model with sector-specific exte...
It has been shown that under perfect competition and a Cobb-Douglas production function, a basic rea...
In this paper we develop a multiple equilibria one-sector R&D-based growth model, in which the k...
The equilibrium ramification of a balanced budget rule are scrutinized in a one sector growth model ...
We investigate the role of non-separable preferences on the occurrence of macroeconomic instability ...
ACL-2International audienceWe investigate the role of nonseparable preferences in the occurrence of ...
We investigate the role of preferences in the existence of expectation-driven instability under a ba...
This paper examines the stabilizing property of consumption taxation in a balanced-budget setting of...
In a seminal contribution, Schmitt-Grohé and Uribe (JPE, 1997), showed that the balanced-budget rule...
International audienceThis paper proposes a theoretical explanation of the positive consumption mult...
This paper studies whether nonseparabilities between consumption and leisure may help to explain the...
We analyze aggregate stability of a monetary economy with an interest-rate control type of monetary ...
This note studies a form of a utility function of consumption with habit and leisure that (a) is com...
The derivation of a closed-form solution for consumption based on the constant elasticity utility fu...
This note studies a form of a utility function of consumption with habit and leisure that (a) is com...
[[abstract]]This paper studies an infinite-horizon two-sector growth model with sector-specific exte...
It has been shown that under perfect competition and a Cobb-Douglas production function, a basic rea...
In this paper we develop a multiple equilibria one-sector R&D-based growth model, in which the k...