Higher-Order Optimality Conditions in Set-Valued Optimization with Respect to General Preference Mappings. [PDF]
Michalak A, Studniarski M.
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Compatible Beliefs and Equilibrium [PDF]
In this paper I investigate the nature of the beliefs which agents must hold (at least implicitly) in order to justify their considering various alternatives, in two distinct settings: the Walrasian model without production (with competitive equilibrium),
David Cass
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The Homotopy Continuation Method and the Walrasian General Equilibrium Theory
The homotopy continuation method becomes a. powerful tool for comparative statics in the large. It is also, by its nature, to be used for showing the existence of zeroes of a map. In this paper, we first present some existence theorems concerning set-valued maps.
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Methodological implications of the of extension of the number of considered markets in a non-Walrasian equilibrium model [PDF]
This paper deals with the consequences of the extension of the number of markets that are taken into consideration in a non-Walrasian equilibrium model. It is reviewed the initial content of the theory of non-Walrasian equilibrium and emphasizes the main
Florin-Marius PAVELESCU
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The impact of environmental regulations on the location choice of newly built polluting firms: based on the perspective of new economic geography. [PDF]
Peng N, Zhang X.
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A Stochastic Approach to Disequilibrium Macroeconomics [PDF]
In this paper, our aim is to develop an alternative approach to analyzing a macroeconomic model where markets do not clear. Earlier approaches have had difficulties in interpreting effective demand, a key concept in disequilibrium macroeconomics.
Seppo Honkapohja, Takatoshi Ito
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Examining industrial air pollution embodied in trade: implications of a hypothetical China-UK FTA. [PDF]
Zhang YW +9 more
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Three Lectures on the Walrasian Hypotheses for Exchange Economies [PDF]
This paper discusses the testable implications of the Walrasian hypotheses: H1 Observed market demand is the sum of consumer's demands derived from utility maximization subject to budget constraints.
Donald J. Brown
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A Simple Growth Model Based on Neoclassical Growth, Monopolistic Competition, and Walrasian General Equilibrium Theories [PDF]
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