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This subtopic studies elementary special functions, including classical families that serve as building blocks for more advanced special-function theory.
33B10 studies exponential and trigonometric functions in elementary special functions. It studies foundational special functions such as gamma, beta, and elementary transcendental functions and their identities.
Elementary Special Functions (Wikipedia)
Used in approximation, asymptotics, and classical analytic formulas.
33B15 studies gamma, beta and polygamma functions in elementary special functions. It studies foundational special functions such as gamma, beta, and elementary transcendental functions and their identities.
Elementary Special Functions (Wikipedia)
Used in approximation, asymptotics, and classical analytic formulas.
33B20 studies incomplete beta and gamma functions in elementary special functions. It studies foundational special functions such as gamma, beta, and elementary transcendental functions and their identities.
Elementary Special Functions (Wikipedia)
Used in approximation, asymptotics, and classical analytic formulas.
33B30 studies higher logarithm functions in elementary special functions. It studies foundational special functions such as gamma, beta, and elementary transcendental functions and their identities.
Elementary Special Functions (Wikipedia)
Used in approximation, asymptotics, and classical analytic formulas.
33B99 studies none of the above in elementary special functions. It studies foundational special functions such as gamma, beta, and elementary transcendental functions and their identities.
Elementary Special Functions (Wikipedia)
Used in approximation, asymptotics, and classical analytic formulas.