This paper presents a review of the literature on existence of competitive equilibrium, starting with Walras. Special attention is given to determination of the sources of notions employed in Debreu's Theory of Value a sketch of whose existence proof is included. Posterior generalizations and variations are briefly described; the outline is not intended to be exhaustive, but representative of the research trend. A chapter is devoted to the measure theoretic approach to equilibrium and core theory, in the belief that it has been enlightening for mathematical economics. In this chapter a generalization of the concept of a private ownership economy is proposed by introducing a measure space for the production sector; this type of economy appea...
Interest in economies with a finite number of equilibria has been first drawn over by Debreu (1970)....
SIGLEAvailable from British Library Document Supply Centre- DSC:D061279 / BLDSC - British Library Do...
In this paper, from the excess utility function we obtain a binary relation in the social weights sp...
In the case of a private ownership economy, we unify McKenzie-Debreu's and Arrow-Hahn's concepts of...
This paper investigates the mappings used in the proof of existence of a general competitive equilib...
We study a production economy where all consumption goods are indivisible at the individual level b...
We provide simple generalizations of the three principal theorems of general equilibrium (existence ...
This paper investigates the limit properties of a sequence of competitive outcomes existing for econ...
We establish an existence result of Cournot-Walras equilibria in the model consists of a single cons...
In the case of a private ownership economy, we unify McKenzie-Debreu's and Arrow-Hahn's concepts of ...
This book focuses on the foundations of general equilibrium theory, more specifically on the existen...
In this work, we attempt to characterize the main theoretical difficulties to prove the existence of...
In this paper we present a general approach to existence problems in Cournot-Walras (CW) economies, ...
ference on Trade, Growth and General Equilibrium under the title, “On equilib-rium existence in Grah...
The seminal result on the existence of competitive equilibrium in Arrow and Debreu (1954) contains, ...
Interest in economies with a finite number of equilibria has been first drawn over by Debreu (1970)....
SIGLEAvailable from British Library Document Supply Centre- DSC:D061279 / BLDSC - British Library Do...
In this paper, from the excess utility function we obtain a binary relation in the social weights sp...
In the case of a private ownership economy, we unify McKenzie-Debreu's and Arrow-Hahn's concepts of...
This paper investigates the mappings used in the proof of existence of a general competitive equilib...
We study a production economy where all consumption goods are indivisible at the individual level b...
We provide simple generalizations of the three principal theorems of general equilibrium (existence ...
This paper investigates the limit properties of a sequence of competitive outcomes existing for econ...
We establish an existence result of Cournot-Walras equilibria in the model consists of a single cons...
In the case of a private ownership economy, we unify McKenzie-Debreu's and Arrow-Hahn's concepts of ...
This book focuses on the foundations of general equilibrium theory, more specifically on the existen...
In this work, we attempt to characterize the main theoretical difficulties to prove the existence of...
In this paper we present a general approach to existence problems in Cournot-Walras (CW) economies, ...
ference on Trade, Growth and General Equilibrium under the title, “On equilib-rium existence in Grah...
The seminal result on the existence of competitive equilibrium in Arrow and Debreu (1954) contains, ...
Interest in economies with a finite number of equilibria has been first drawn over by Debreu (1970)....
SIGLEAvailable from British Library Document Supply Centre- DSC:D061279 / BLDSC - British Library Do...
In this paper, from the excess utility function we obtain a binary relation in the social weights sp...