The estimation of parametric change in time-series models
Abstract
This thesis examines methods for detecting structural
change in parametric time-series models. This detection
is accomplished through the use of random walk models of
the parameter variation. Although the model of main interest
is the transfer function models the methods developed are
largely adaptations of procedures used for regression models
as the exact theory for the time-series case is generally
too complex. An instrumental variable smoothing algorithm
for estimating parametric change is developed and is shown
to provide good estimates of the variation. Other aspects
of the procedure are also discussed^including the estimation
of the statistics of the parameter variation. Finally some
computer simulations and analyses of real data are provided.
These illustrate some of the main points discussed in the
thesis.
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