Methods of computing the type II iterations involved in extended path
algorithms for the solution of economic models with forward-looking ex
pectations are described. Particular attention is directed at a method
involving the application of a Newton algorithm to a 'stacked' equati
on system that includes a separate equation for each endogeneous varia
ble at each time point. Analytical results that establish convergence
properties for linear models are presented. Both the analytical result
s and empirical comparisons of the stacked Newton method and the popul
ar Fair-Taylor approach indicate that the stacked Newton method is a v
iable alternative for medium-sized economic models. (C) 1998 Published
by Elsevier Science B.V. All rights reserved.