Mill ratio for complementary error function
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1: 7.18 Repeated Integrals of the Complementary Error Function
§7.18 Repeated Integrals of the Complementary Error Function
►§7.18(i) Definition
… ►§7.18(iii) Properties
… ► … ►Hermite Polynomials
…2: 7.2 Definitions
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§7.2(i) Error Functions
… ► , , and are entire functions of , as is in the next subsection. ►Values at Infinity
… ► , , and are entire functions of , as are and in the next subsection. … ►§7.2(iv) Auxiliary Functions
…3: 23.15 Definitions
§23.15 Definitions
… ►In §§23.15–23.19, and denote the Jacobi modulus and complementary modulus, respectively, and () denotes the nome; compare §§20.1 and 22.1. … ►Elliptic Modular Function
… ►Dedekind’s Eta Function (or Dedekind Modular Function)
… ►4: 9.12 Scorer Functions
§9.12 Scorer Functions
… ►where … ► is a numerically satisfactory companion to the complementary functions and on the interval . … ► … ►Functions and Derivatives
…5: 5.12 Beta Function
6: 11.9 Lommel Functions
§11.9 Lommel Functions
… ► … ►§11.9(ii) Expansions in Series of Bessel Functions
… ►For an error bound for (11.9.9) and an exponentially-improved extension see Nemes (2015b). … ►7: 20.2 Definitions and Periodic Properties
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