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  The Moving Equilibrium Theorem Again
by  Ekkehart
Schlicht
 
Economic
Modelling
14, 1997, 271-278. 
 
Abstract
Many dynamic economic models presuppose that one or several
variables of a multivariate model move infinitely fast to their equilibrium
values. In this way, the analysis of dynamical models can be simplified. The
method is known as the 'moving equilibrium method'. Various dynamical theories
that build on equilibrated markets presuppose the validity of the method. The
Moving Equilibrium Theorem states that such an analytic procedure leads to
correct conclusions if the movement of the fast variables is indeed sufficiently
fast. 
The purpose of this paper is to present a simple direct proof of the
theorem for the linear case. 
  
Keywords: Moving equilibrium, dynamical systems, temporary
equilibrium, aggregation 
 
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