relations to hypergeometric function

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21: 8.5 Confluent Hypergeometric Representations

§8.5 Confluent Hypergeometric Representations

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22: 18.23 Hahn Class: Generating Functions

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Hahn

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23: 18.26 Wilson Class: Continued

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§18.26(i) Representations as Generalized Hypergeometric Functions and Dualities

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§18.26(iv) Generating Functions

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24: 16.17 Definition

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25: 12.7 Relations to Other Functions

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§12.7(iv) Confluent Hypergeometric Functions

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26: 7.18 Repeated Integrals of the Complementary Error Function

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Confluent Hypergeometric Functions

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27: 18.38 Mathematical Applications

… ►The Askey–Gasper inequality …

28: 18.27 $q$-Hahn Class

§18.27 $q$-Hahn Class

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§18.27(ii) $q$-Hahn Polynomials

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§18.27(iii) Big $q$-Jacobi Polynomials

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§18.27(iv) Little $q$-Jacobi Polynomials

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Discrete $q$-Hermite II

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29: 8.19 Generalized Exponential Integral

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§8.19(vi) Relation to Confluent Hypergeometric Function

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30: 33.14 Definitions and Basic Properties

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§33.14(ii) Regular Solution $f(ϵ,\mathrm{\ell };r)$

… ►For nonzero values of $ϵ$ and $r$ the function $h(ϵ,\mathrm{\ell };r)$ is defined by …