The aim of this paper is to consider a dynamic competitive economic equilibrium problem in terms of maximization of utility functions and of excess demand functions. This equilibrium problem is studied by means of a time-dependent quasivariational inequality which is set in the Lebesgue space L^2([0, T],R). This approach allows us to obtain an existence result of timedependent equilibrium solutions.
Quasivariational Inequalities for a Dynamic Competitive Economic Equilibrium Problem
VITANZA, Carmela;DONATO, MARIA BERNADETTE;MILASI, Monica
2009-01-01
Abstract
The aim of this paper is to consider a dynamic competitive economic equilibrium problem in terms of maximization of utility functions and of excess demand functions. This equilibrium problem is studied by means of a time-dependent quasivariational inequality which is set in the Lebesgue space L^2([0, T],R). This approach allows us to obtain an existence result of timedependent equilibrium solutions.File in questo prodotto:
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