Introduces α-LIS, a provable generalization of likelihood-informed subspaces to α-tempered posteriors with practical extensions for limited noisy data and unavailable gradients.
Ensemble Kalman methods: A mean-field perspec- tive
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Likelihood-informed dimension reduction across tempered Bayesian posteriors
Introduces α-LIS, a provable generalization of likelihood-informed subspaces to α-tempered posteriors with practical extensions for limited noisy data and unavailable gradients.