A genetic algorithm is proposed to estimate the parameters of a selfexciting threshold subset autoregressive moving-average model. The threshold model is composed of several linear autoregressive moving-average models. Each one of these models applies according to a "switch mechanism" that is based on the comparison between the delayed observation and some "threshold" values. Our procedure incorporates the identification in each "regime" of a "subset" model. Subset models are useful as they allow the number of parameters to be reduced so that only those really needed are included in the model. The proposed procedure is used for modeling the well-known Canadian lynx data.

Baragona, R., Battaglia, F., Cucina, D. (2004). Estimating threshold subset autoregressive moving-average models by genetic algorithms. METRON, 62(1), 39-61.

Estimating threshold subset autoregressive moving-average models by genetic algorithms

Cucina Domenico
2004-01-01

Abstract

A genetic algorithm is proposed to estimate the parameters of a selfexciting threshold subset autoregressive moving-average model. The threshold model is composed of several linear autoregressive moving-average models. Each one of these models applies according to a "switch mechanism" that is based on the comparison between the delayed observation and some "threshold" values. Our procedure incorporates the identification in each "regime" of a "subset" model. Subset models are useful as they allow the number of parameters to be reduced so that only those really needed are included in the model. The proposed procedure is used for modeling the well-known Canadian lynx data.
2004
Baragona, R., Battaglia, F., Cucina, D. (2004). Estimating threshold subset autoregressive moving-average models by genetic algorithms. METRON, 62(1), 39-61.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11590/345259
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