DocumentCode
3052251
Title
Projection pursuit learning networks for regression
Author
Maechler, M. ; Martin, D. ; Schimert, J. ; Csoppenszky, M. ; Hwang, J.N.
Author_Institution
Dept. of Stat., Washington Univ., Seattle, WA, USA
fYear
1990
fDate
6-9 Nov 1990
Firstpage
350
Lastpage
358
Abstract
Two types of learning networks for nonparametric regression problems are studied and compared: one is the parametric two-layer perceptron type neural network, which is well known in artificial neural network (ANN) literature; the other is the semiparametric projection pursuit network (PPN), which has emerged in recent years in the statistical estimation literature. From an algorithmic viewpoint, both the PPN and the ANN parametrically form projections of the data in directions determined from interconnection weights. However, unlike an ANN which uses a fixed set of nonlinear nodal functions to perform an explicit parametric estimate of a nonparametric model, the PPN nonparametrically estimates the nonlinear functions using a one-dimensional data smoother. From experimental simulations, ANNs and PPNs perform comparably in predicting independent test data but PPN training is much faster than that of an ANN
Keywords
artificial intelligence; learning systems; neural nets; artificial neural network; independent test data; nonlinear functions; nonlinear nodal functions; nonparametric regression problems; one-dimensional data smoother; parametric two-layer perceptron type neural network; projection pursuit learning networks; regression; semiparametric projection pursuit network; statistical estimation; Artificial neural networks; Ear; Multilayer perceptrons; Neurons; Parametric statistics; Performance evaluation; Postal services; Predictive models; Random variables; Testing;
fLanguage
English
Publisher
ieee
Conference_Titel
Tools for Artificial Intelligence, 1990.,Proceedings of the 2nd International IEEE Conference on
Conference_Location
Herndon, VA
Print_ISBN
0-8186-2084-6
Type
conf
DOI
10.1109/TAI.1990.130362
Filename
130362
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