Point-null mixture prior

A point-null mixture prior assigns positive mass to one parameter value and distributes the remaining mass continuously over alternatives. Posterior point mass is obtained by dividing the null component of the marginal density by the full marginal density.

Table of contents 118 3
- Marginal likelihood for a Gaussian point-null mixture Point-null mixture prior 80 2
  - Posterior probability of a Gaussian point null Marginal likelihood for a Gaussian point-null mixture 65 1
    - Jeffreys-Lindley paradox for a Gaussian point null Posterior probability of a Gaussian point null 54

 Ancestors (7)

Bayesian posterior
Bayesian statistics
Statistical inference
Probability and statistics
Area of mathematics
Mathematics
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