Flat likelihoods
A flat likelihood, $L$, acts as ideentity under Bayes' rule, that is:
\[D(x) = \frac{L(x)D(x)}{\int L(x) D(x) dx}\]
Type
MarkovKernels.FlatLikelihood — TypeFlatLikelihoodType for representing flat likelihoods.
A flat likelihood, $L$, acts as ideentity under Bayes' rule, that is:
\[D(x) = \frac{L(x)D(x)}{\int L(x) D(x) dx}\]
MarkovKernels.FlatLikelihood — TypeFlatLikelihoodType for representing flat likelihoods.
Settings
This document was generated with Documenter.jl version 1.8.0 on Tuesday 21 January 2025. Using Julia version 1.11.2.