relations to other orthogonal polynomials
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11—20 of 43 matching pages
11: 18.35 Pollaczek Polynomials
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18.35.7
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12: 18.23 Hahn Class: Generating Functions
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Hahn
…13: 18.27 -Hahn Class
14: 3.5 Quadrature
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15: 18.28 Askey–Wilson Class
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§18.28(ii) Askey–Wilson Polynomials
… ►Genest et al. (2016) showed that these polynomials coincide with the nonsymmetric Wilson polynomials in Groenevelt (2007).16: 18.30 Associated OP’s
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§18.30(i) Associated Jacobi Polynomials
…17: 18.34 Bessel Polynomials
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§18.34(i) Definitions and Recurrence Relation
… ►where is a modified spherical Bessel function (10.49.9), and … … ►§18.34(ii) Orthogonality
… ►Hence the full system of polynomials cannot be orthogonal on the line with respect to a positive weight function, but this is possible for a finite system of such polynomials, the Romanovski–Bessel polynomials, if : …18: 18.36 Miscellaneous Polynomials
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§18.36(ii) Sobolev Orthogonal Polynomials
… ►§18.36(iii) Multiple Orthogonal Polynomials
►These are polynomials in one variable that are orthogonal with respect to a number of different measures. … ►§18.36(iv) Orthogonal Matrix Polynomials
… ►§18.36(vi) Exceptional Orthogonal Polynomials
…19: 18.3 Definitions
§18.3 Definitions
… ►As given by a Rodrigues formula (18.5.5).