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- Weingarten_function abstract "In mathematics, Weingarten functions are rational functions indexed by partitions of integers that can be used to calculate integrals of products of matrix coefficients over classical groups. They were first studied by Weingarten (1978) who found their asymptotic behavior, and named by Collins (2003), who evaluated them explicitly for the unitary group.".
- Weingarten_function wikiPageID "22149789".
- Weingarten_function wikiPageRevisionID "453687326".
- Weingarten_function hasPhotoCollection Weingarten_function.
- Weingarten_function subject Category:Mathematical_physics.
- Weingarten_function subject Category:Random_matrices.
- Weingarten_function type Abstraction100002137.
- Weingarten_function type Arrangement107938773.
- Weingarten_function type Array107939382.
- Weingarten_function type Group100031264.
- Weingarten_function type Matrix108267640.
- Weingarten_function type RandomMatrices.
- Weingarten_function comment "In mathematics, Weingarten functions are rational functions indexed by partitions of integers that can be used to calculate integrals of products of matrix coefficients over classical groups. They were first studied by Weingarten (1978) who found their asymptotic behavior, and named by Collins (2003), who evaluated them explicitly for the unitary group.".
- Weingarten_function label "Weingarten function".
- Weingarten_function sameAs m.05q5b09.
- Weingarten_function sameAs Q17104676.
- Weingarten_function sameAs Q17104676.
- Weingarten_function sameAs Weingarten_function.
- Weingarten_function wasDerivedFrom Weingarten_function?oldid=453687326.
- Weingarten_function isPrimaryTopicOf Weingarten_function.