In his seminal paper Galor [A two-sector overlapping generations-model: a global characterization of the dynamical system, Econometrica 60 (1992) 1351-1386] establishes conditions for the existence of equilibrium in the two-sector overlapping generations (OLG) model. Although appealing theoretically, these conditions are implicit and not easy to apply. This paper develops new theorems on the existence and uniqueness of steady-state equilibrium in the two-sector OLG model. We provide explicit conditions on the utility and production functions for the existence and uniqueness of equilibrium, with which one only needs to check the derivatives of the production and utility functions and their interactions, without requiring solving for the savi...
This paper presents sufficient conditions for existence and uniqueness of a steady state...
International audienceWe consider a two-sector overlapping generations model with homothetic prefere...
International audienceThis contribution1 introduces a sectoral supply functions approach of equilibr...
Galor and Ryder [Journal of Economic Theory 49 (1989), 360-375] establish conditions for the existen...
In this paper, we have analyzed existence, uniqueness and stability of steady-state equilibrium in a...
Abstract : In this paper we provide a simple formulation of a two-sector overlapping generations mod...
This note deals with the existence and uniqueness of a non-trivial steady-state equilibrium in an ov...
This paper provides sufficient conditions on the technology and pref-erences, under which the optima...
The paper shows that there do exist two kinds of steady state equilibria in the overlapping generati...
We consider a two-sector overlapping generations model with homothetic preferences. Under standard c...
We prove a number of new theorems that offer sufficient conditions for the existence and uniqueness ...
We propose a criterion for determining whether a local policy analysis can be made in a given equili...
We solve two equations arising in the model of overlapping generations introduced by Samuelson, we u...
We consider a two-sector two-good two-periods overlapping generations model with inelastic labor, co...
The OLG model of Allais and Samuelson retains the methodological assumptions of agent optimization a...
This paper presents sufficient conditions for existence and uniqueness of a steady state...
International audienceWe consider a two-sector overlapping generations model with homothetic prefere...
International audienceThis contribution1 introduces a sectoral supply functions approach of equilibr...
Galor and Ryder [Journal of Economic Theory 49 (1989), 360-375] establish conditions for the existen...
In this paper, we have analyzed existence, uniqueness and stability of steady-state equilibrium in a...
Abstract : In this paper we provide a simple formulation of a two-sector overlapping generations mod...
This note deals with the existence and uniqueness of a non-trivial steady-state equilibrium in an ov...
This paper provides sufficient conditions on the technology and pref-erences, under which the optima...
The paper shows that there do exist two kinds of steady state equilibria in the overlapping generati...
We consider a two-sector overlapping generations model with homothetic preferences. Under standard c...
We prove a number of new theorems that offer sufficient conditions for the existence and uniqueness ...
We propose a criterion for determining whether a local policy analysis can be made in a given equili...
We solve two equations arising in the model of overlapping generations introduced by Samuelson, we u...
We consider a two-sector two-good two-periods overlapping generations model with inelastic labor, co...
The OLG model of Allais and Samuelson retains the methodological assumptions of agent optimization a...
This paper presents sufficient conditions for existence and uniqueness of a steady state...
International audienceWe consider a two-sector overlapping generations model with homothetic prefere...
International audienceThis contribution1 introduces a sectoral supply functions approach of equilibr...