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q-Hahn class orthogonal polynomials

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1: 18.21 Hahn Class: Interrelations
§18.21 Hahn Class: Interrelations
§18.21(i) Dualities
For the dual Hahn polynomial R n ( x ; γ , δ , N ) see §18.25. …
§18.21(ii) Limit Relations and Special Cases
Hahn Jacobi
2: 18.22 Hahn Class: Recurrence Relations and Differences
§18.22 Hahn Class: Recurrence Relations and Differences
§18.22(i) Recurrence Relations in n
Hahn
§18.22(ii) Difference Equations in x
§18.22(iii) x -Differences
3: 18.26 Wilson Class: Continued
§18.26(ii) Limit Relations
See also Figure 18.21.1.
§18.26(iii) Difference Relations
§18.26(iv) Generating Functions
§18.26(v) Asymptotic Approximations
4: 18.27 q -Hahn Class
§18.27 q -Hahn Class
§18.27(ii) q -Hahn Polynomials
§18.27(iii) Big q -Jacobi Polynomials
§18.27(iv) Little q -Jacobi Polynomials
Discrete q -Hermite II