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- Monotone_likelihood_ratio abstract "In statistics, the monotone likelihood ratio property is a property of the ratio of two probability density functions (PDFs). Formally, distributions ƒ(x) and g(x) bear the property if for any , that is, if the ratio is nondecreasing in the argument .If the functions are first-differentiable, the property may sometimes be statedFor two distributions that satisfy the definition with respect to some argument x, we say they "have the MLRP in x." For a family of distributions that all satisfy the definition with respect to some statistic T(X), we say they "have the MLR in T(X)."".
- Monotone_likelihood_ratio thumbnail MLRP-illustration.png?width=300.
- Monotone_likelihood_ratio wikiPageID "7615996".
- Monotone_likelihood_ratio wikiPageRevisionID "592509379".
- Monotone_likelihood_ratio hasPhotoCollection Monotone_likelihood_ratio.
- Monotone_likelihood_ratio subject Category:Hypothesis_testing.
- Monotone_likelihood_ratio subject Category:Theory_of_probability_distributions.
- Monotone_likelihood_ratio comment "In statistics, the monotone likelihood ratio property is a property of the ratio of two probability density functions (PDFs).".
- Monotone_likelihood_ratio label "Monotone likelihood ratio".
- Monotone_likelihood_ratio sameAs m.0266vmc.
- Monotone_likelihood_ratio sameAs Q6902029.
- Monotone_likelihood_ratio sameAs Q6902029.
- Monotone_likelihood_ratio wasDerivedFrom Monotone_likelihood_ratio?oldid=592509379.
- Monotone_likelihood_ratio depiction MLRP-illustration.png.
- Monotone_likelihood_ratio isPrimaryTopicOf Monotone_likelihood_ratio.
