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arXiv 2107.11892cs.LGcs.CEstat.ML

A brief note on understanding neural networks as Gaussian processes

University of Twente(特文特大学)

Mengwu Guo

英文摘要:

As a generalization of the work in [Lee et al., 2017], this note briefly discusses when the prior of a neural network output follows a Gaussian process, and how a neural-network-induced Gaussian process is formulated. The posterior mean functions of such a Gaussian process regression lie in the reproducing kernel Hilbert space defined by the neural-network-induced kernel. In the case of two-layer neural networks, the induced Gaussian processes provide an interpretation of the reproducing kernel Hilbert spaces whose union forms a Barron space.

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