Bayesian Learning via Stochastic Dynamics

Neal, Radford M.

Neural Information Processing Systems 

The attempt to find a single "optimal" weight vector in conventional networktraining can lead to overfitting and poor generalization. Bayesian methods avoid this, without the need for a validation set, by averaging the outputs of many networks with weights sampled from the posterior distribution given the training data. This sample can be obtained by simulating a stochastic dynamical system that has the posterior as its stationary distribution.

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