ANZIAM  J.  45 (2004), 547-555
Memory, market stability and the nonlinear cobweb theorem

J. M. Gaffney
  School of Applied Mathematics
  The University of Adelaide
  SA 5005
  Australia
  jgaffney@maths.adelaide.edu.au
and
C. E. M. Pearce
  School of Applied Mathematics
  The University of Adelaide
  SA 5005
  Australia
  cpearce@maths.adelaide.edu.au


Abstract
Carlson has shown that if the predicted price in the linear cobweb model is taken as the average of all previous actual prices, then stability results independently of parameter values provided only that the demand--curve gradient is less than that of the supply curve. This result has subsequently been generalised by Manning and by Holmes and Manning. We investigate the robustness of their results.
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