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- Zonal_polynomial abstract "In mathematics, a zonal polynomial is a multivariate symmetric homogeneous polynomial. The zonal polynomials form a basis of the space of symmetric polynomials.They appear as zonal spherical functions of the Gelfand pairs(here, is the hyperoctahedral group) and , which means that they describe canonical basis of the double classalgebras and .They are applied in multivariate statistics.The zonal polynomials are the case of the C normalization of the Jack function.".
- Zonal_polynomial wikiPageID "8910528".
- Zonal_polynomial wikiPageRevisionID "392523420".
- Zonal_polynomial hasPhotoCollection Zonal_polynomial.
- Zonal_polynomial subject Category:Homogeneous_polynomials.
- Zonal_polynomial subject Category:Symmetric_functions.
- Zonal_polynomial type Abstraction100002137.
- Zonal_polynomial type Function113783816.
- Zonal_polynomial type HomogeneousPolynomial105862268.
- Zonal_polynomial type HomogeneousPolynomials.
- Zonal_polynomial type MathematicalRelation113783581.
- Zonal_polynomial type Polynomial105861855.
- Zonal_polynomial type Relation100031921.
- Zonal_polynomial type SymmetricFunctions.
- Zonal_polynomial comment "In mathematics, a zonal polynomial is a multivariate symmetric homogeneous polynomial. The zonal polynomials form a basis of the space of symmetric polynomials.They appear as zonal spherical functions of the Gelfand pairs(here, is the hyperoctahedral group) and , which means that they describe canonical basis of the double classalgebras and .They are applied in multivariate statistics.The zonal polynomials are the case of the C normalization of the Jack function.".
- Zonal_polynomial label "Zonal polynomial".
- Zonal_polynomial sameAs m.027p9rh.
- Zonal_polynomial sameAs Q8073860.
- Zonal_polynomial sameAs Q8073860.
- Zonal_polynomial sameAs Zonal_polynomial.
- Zonal_polynomial wasDerivedFrom Zonal_polynomial?oldid=392523420.
- Zonal_polynomial isPrimaryTopicOf Zonal_polynomial.