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Bessel-Type Functions > AiryBiPrime[z] > Introduction to the Airy functions

Connections within the group of Airy functions and with other function groups

The Airy functions and , and their derivatives and are particular cases of the more general Bessel, hypergeometric, and Meijer G functions.

The Airy functions can be represented as combinations of modified Bessel functions with argument and parameter through the formulas:

Airy functions and their derivatives can be expressed as particular cases of single generalized Meijer G functions:

They cannot be represented as cases of single classical Meijer G functions. Such representations include combinations of two classical Meijer G functions: