Generalized relevance learning vector quantization
Neural Networks - New developments in self-organizing maps
On the Generalization Ability of GRLVQ Networks
Neural Processing Letters
Training a reciprocal-sigmoid classifier by feature scaling-space
Machine Learning
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There are two archetypal ways to control the complexity of a flexible regressor: subset selection and ridge regression. In neural-networks jargon, they are, respectively, known as pruning and weight decay. These techniques may also be adapted to estimate which features of the input space are relevant for predicting the output variables. Relevance is given by a binary indicator for subset selection, and by a continuous rating for ridge regression. This paper shows how to achieve such a rating for a multilayer perceptron trained with noise (or jitter). Noise injection (NI) is modified in order to penalize heavily irrelevant features. The proposed algorithm is attractive as it requires the tuning of a single parameter. This parameter controls the complexity of the model (effective number of parameters) together with the rating of feature relevances (effective input space dimension). Bounds on the effective number of parameters support that the stability of this adaptive scheme is enforced by the constraints applied to the admissible set of relevance indices. The good properties of the algorithm are confirmed by satisfactory experimental results on simulated data sets.