Ruby | v1.20.0Sep 25th 2020 | |||
Swimmer963 (Miranda Dixon-Luinenburg) | v1.19.0Sep 16th 2020 | (-2) | ||
Swimmer963 (Miranda Dixon-Luinenburg) | v1.18.0Sep 16th 2020 | (+17345/-26) | ||
Swimmer963 (Miranda Dixon-Luinenburg) | v1.17.0Sep 16th 2020 | (+2/-2) | ||
Vladimir_Nesov | v1.16.0Jun 8th 2010 | (+12/-57) /* Blog posts */ reformatted | ||
RobinZ | v1.15.0Jun 7th 2010 | (+12) Correcting link | ||
RobinZ | v1.14.0Jun 7th 2010 | (+74) /* Posts by Eliezer Yudkowsky: */ - Additional evidence-related post. | ||
PeerInfinity | v1.13.0Sep 28th 2009 | (+158/-158) | ||
PeerInfinity | v1.12.0Sep 28th 2009 | |||
Vladimir_Nesov | v1.11.0Sep 24th 2009 | (+27/-126) /* Blog posts */ |
The likelihood ratio term $\frac{P($P(B| A)}{P(B|\neg A)}A)P(B|¬A)$ from Bayes' theorem is greater than 1 if the event B is evidence of the theory A, and less than 1 if the event is evidence against the theory.
The likelihood ratio term $\$\frac{P(B | A)}{P(B|\neg A)}$ from Bayes' theorem is greater than 1 if the event B is evidence of the theory A, and less than 1 if the event is evidence against the theory.
The likelihood ratio term
$P(B|A)P(B|¬A)$from Bayes' theorem is greater than 1 if the event B is evidence of the theory A, and less than 1 if the event is evidence against the theory.