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- Lindley's_paradox abstract "Lindley's paradox is a counterintuitive situation in statistics in which the Bayesian and frequentist approaches to a hypothesis testing problem give different results for certain choices of the prior distribution. The problem of the disagreement between the two approaches was discussed in Harold Jeffreys' 1939 textbook; it became known as Lindley's paradox after Dennis Lindley called the disagreement a paradox in a 1957 paper.Although referred to as a paradox, the differing results from the Bayesian and Frequentist approaches can be explained as using them to answer fundamentally different questions, rather than actual disagreement between the two methods.".
- Lindley's_paradox wikiPageID "5915049".
- Lindley's_paradox wikiPageRevisionID "603329695".
- Lindley's_paradox hasPhotoCollection Lindley's_paradox.
- Lindley's_paradox subject Category:Hypothesis_testing.
- Lindley's_paradox subject Category:Statistical_inference.
- Lindley's_paradox subject Category:Statistical_paradoxes.
- Lindley's_paradox type Abstraction100002137.
- Lindley's_paradox type Communication100033020.
- Lindley's_paradox type Contradiction107206887.
- Lindley's_paradox type Falsehood106756407.
- Lindley's_paradox type Message106598915.
- Lindley's_paradox type Paradox106724559.
- Lindley's_paradox type Statement106722453.
- Lindley's_paradox type StatisticalParadoxes.
- Lindley's_paradox comment "Lindley's paradox is a counterintuitive situation in statistics in which the Bayesian and frequentist approaches to a hypothesis testing problem give different results for certain choices of the prior distribution.".
- Lindley's_paradox label "Lindley's paradox".
- Lindley's_paradox sameAs m.0fdb83.
- Lindley's_paradox sameAs Q6552538.
- Lindley's_paradox sameAs Q6552538.
- Lindley's_paradox sameAs Lindley's_paradox.
- Lindley's_paradox wasDerivedFrom Lindley's_paradox?oldid=603329695.
- Lindley's_paradox isPrimaryTopicOf Lindley's_paradox.