Glossary

Neural networks

Definition

An artificial neural network is a model built from layers of connected "neurons" that learns from data to approximate even very complex nonlinear relationships between inputs and an output. Multilayer perceptrons (MLP) and radial basis function (RBF) networks serve classification, regression, time-series forecasting and clustering; the network is trained by repeatedly adjusting weights to minimize error.

Data mining & machine learning

Networks excel where the relationship is nonlinear and data are plentiful; the price is poorer interpretability and the need to guard against overfitting with a test set and early stopping. Inputs must be scaled and categorical variables encoded.

In practice networks are used to predict consumption, output quality from process parameters, credit risk or campaign response. It pays to compare them with tree-based methods — boosting often wins on tabular data, networks on signals and time series.

In Statistica

The Statistica Automated Neural Networks (SANN) module in the Data Mining menu automatically designs and trains dozens of MLP and RBF architectures, picks the best by test error, handles classification, regression, time series and clustering (Kohonen maps), offers input sensitivity analysis and saves the network as code (C, PMML) for deployment.

Related terms

Knowledgebase guides

FAQ

How much data does a neural network need?
Hundreds to thousands of observations depending on the complexity of the relationship; for small datasets regression or trees give more reliable results.
How do I know the network is overfitted?
Training error keeps falling while test error rises. Use early stopping, a smaller network or regularization.

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