SIMPLE PROOF OF EXISTENCE OF EQUILIBRIUM IN A ONE-SECTOR GROWTH MODEL WITH BOUNDED OR UNBOUNDED RETURNS FROM BELOW

Jorge Durán and Cuong Le van

Macroeconomic Dynamics, 2003, vol. 7, issue 3, 317-332

Abstract: We analyze a Ramsey economy in which gross investment is constrained to be nonnegative. We prove the existence of a competitive equilibrium for the case in which utility need not be bounded from below and the Inada-type conditions need not hold. The analysis is carried out by means of a direct and technically standard approach. This direct approach allows us to obtain detailed results concerning properties of competitive equilibria, and is easily adapted for the analysis of analogous models often found in macroeconomics.

Date: 2003
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Related works:
Working Paper: Simple Proof of Existence of Equilibrium in a One-Sector Growth Model with Bounded or Unbounded Returns from below (2003)
Working Paper: Simple Proof of Existence of Equilibrium in a One-Sector Growth Model with Bounded or Unbounded Returns from below (2003)
Working Paper: A simple proof of existence of equilibrium in a one sector growth model with bounded or unbounded returns from below (2000)
Working Paper: A simple proof of existence of equilibrium in a one sector growth modelp with bounded or unbounded returns from below (2000)
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