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- Bapat–Beg_theorem abstract "In probability theory, the Bapat–Beg theorem gives the joint probability distribution of order statistics of independent but not necessarily identically distributed random variables in terms of the cumulative distribution functions of the random variables. Bapat and Beg published the theorem in 1989, though they did not offer a proof. A simple proof was offered by Hande in 1994.Often, all elements of the sample are obtained from the same population and thus have the same probability distribution. The Bapat–Beg theorem describes the order statistics when each element of the sample is obtained from a different statistical population and therefore has its own probability distribution.".
- Bapat–Beg_theorem wikiPageID "10545671".
- Bapat–Beg_theorem wikiPageRevisionID "604916907".
- Bapat–Beg_theorem subject Category:Probability_theorems.
- Bapat–Beg_theorem subject Category:Statistical_theorems.
- Bapat–Beg_theorem comment "In probability theory, the Bapat–Beg theorem gives the joint probability distribution of order statistics of independent but not necessarily identically distributed random variables in terms of the cumulative distribution functions of the random variables. Bapat and Beg published the theorem in 1989, though they did not offer a proof.".
- Bapat–Beg_theorem label "Bapat–Beg theorem".
- Bapat–Beg_theorem sameAs Bapat%E2%80%93Beg_theorem.
- Bapat–Beg_theorem sameAs Q4857506.
- Bapat–Beg_theorem sameAs Q4857506.
- Bapat–Beg_theorem wasDerivedFrom Bapat–Beg_theorem?oldid=604916907.