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arXiv 2008.00242math.STstat.TH

Posterior Impropriety of some Sparse Bayesian Learning Models

Anand Dixit, Vivekananda Roy

英文摘要:

Sparse Bayesian learning models are typically used for prediction in datasets with significantly greater number of covariates than observations. Such models often take a reproducing kernel Hilbert space (RKHS) approach to carry out the task of prediction and can be implemented using either proper or improper priors. In this article we show that a few sparse Bayesian learning models in the literature, when implemented using improper priors, lead to improper posteriors.

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