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- Probability_integral_transform abstract "In statistics, the probability integral transform or transformation relates to the result that data values that are modelled as being random variables from any given continuous distribution can be converted to random variables having a uniform distribution. This holds exactly provided that the distribution being used is the true distribution of the random variables; if the distribution is one fitted to the data the result will hold approximately in large samples.The result is sometimes modified or extended so that the result of the transformation is a standard distribution other than the uniform distribution, such as the exponential distribution.".
- Probability_integral_transform wikiPageID "8405353".
- Probability_integral_transform wikiPageRevisionID "596053317".
- Probability_integral_transform hasPhotoCollection Probability_integral_transform.
- Probability_integral_transform subject Category:Theory_of_probability_distributions.
- Probability_integral_transform comment "In statistics, the probability integral transform or transformation relates to the result that data values that are modelled as being random variables from any given continuous distribution can be converted to random variables having a uniform distribution.".
- Probability_integral_transform label "Probability integral transform".
- Probability_integral_transform label "Trasformazione integrale di probabilità".
- Probability_integral_transform sameAs Trasformazione_integrale_di_probabilità.
- Probability_integral_transform sameAs m.05pd956.
- Probability_integral_transform sameAs Q3997735.
- Probability_integral_transform sameAs Q3997735.
- Probability_integral_transform wasDerivedFrom Probability_integral_transform?oldid=596053317.
- Probability_integral_transform isPrimaryTopicOf Probability_integral_transform.