This paper contains some remarks on the so-called “relevant subspaces” useful when data reduction, near-collinearity of prediction problems are to be dealt with. The presentation is mainly based on a geometrical point of view. The consequences of relevant subspaces on the most common linear regression methods are analysed and a new method is developed to extract relevant subspaces. An experiment based on simulations is proposed to verify if the forecasting ability of some regression methods is influenced by relevant components.

Zappa, D., A new approach to finding relevant components in linear regression, <<JOURNAL OF THE ITALIAN STATISTICAL SOCIETY>>, 1999; (8): 213-224 [http://hdl.handle.net/10807/15496]

A new approach to finding relevant components in linear regression

Zappa, Diego
1999

Abstract

This paper contains some remarks on the so-called “relevant subspaces” useful when data reduction, near-collinearity of prediction problems are to be dealt with. The presentation is mainly based on a geometrical point of view. The consequences of relevant subspaces on the most common linear regression methods are analysed and a new method is developed to extract relevant subspaces. An experiment based on simulations is proposed to verify if the forecasting ability of some regression methods is influenced by relevant components.
1999
Inglese
Zappa, D., A new approach to finding relevant components in linear regression, <<JOURNAL OF THE ITALIAN STATISTICAL SOCIETY>>, 1999; (8): 213-224 [http://hdl.handle.net/10807/15496]
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10807/15496
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