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676676 3.2. Multinomial observations <br >
677677 &emsp ;&ensp ; 3.2.1. * [ Definition] ( /D/mult-data ) * <br >
678- &emsp ;&ensp ; 3.2.2. ** [ Conjugate prior distribution] ( /P/mult-prior ) ** <br >
679- &emsp ;&ensp ; 3.2.3. ** [ Posterior distribution] ( /P/mult-post ) ** <br >
680- &emsp ;&ensp ; 3.2.4. ** [ Log model evidence] ( /P/mult-lme ) ** <br >
678+ &emsp ;&ensp ; 3.2.2. ** [ Maximum likelihood estimation] ( /P/mult-mle ) ** <br >
679+ &emsp ;&ensp ; 3.2.3. ** [ Maximum log-likelihood] ( /P/mult-mll ) ** <br >
680+ &emsp ;&ensp ; 3.2.4. ** [ Conjugate prior distribution] ( /P/mult-prior ) ** <br >
681+ &emsp ;&ensp ; 3.2.5. ** [ Posterior distribution] ( /P/mult-post ) ** <br >
682+ &emsp ;&ensp ; 3.2.6. ** [ Log model evidence] ( /P/mult-lme ) ** <br >
683+ &emsp ;&ensp ; 3.2.7. ** [ Log Bayes factor] ( /P/mult-lbf ) ** <br >
684+ &emsp ;&ensp ; 3.2.8. ** [ Posterior probability] ( /P/mult-pp ) ** <br >
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682686 3.3. Poisson-distributed data <br >
683687 &emsp ;&ensp ; 3.3.1. * [ Definition] ( /D/poiss-data ) * <br >
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