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Trac #34574: Uniformize headline: functions
URL: https://trac.sagemath.org/34574 Reported by: klee Ticket author(s): Kwankyu Lee Reviewer(s): Matthias Koeppe
2 parents a9e3acb + 8184039 commit c6de1c9

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src/sage/functions/airy.py

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r"""
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Airy Functions
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Airy functions
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This module implements Airy functions and their generalized derivatives. It
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supports symbolic functionality through Maxima and numeric evaluation through

src/sage/functions/bessel.py

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r"""
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Bessel Functions
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Bessel functions
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This module provides symbolic Bessel and Hankel functions, and their
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spherical versions. These functions use the `mpmath library`_ for numerical

src/sage/functions/error.py

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r"""
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Error Functions
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Error functions
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This module provides symbolic error functions. These functions use the
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`mpmath library` for numerical evaluation and Maxima, Pynac for

src/sage/functions/exp_integral.py

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r"""
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Exponential Integrals
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Exponential integrals
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AUTHORS:
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src/sage/functions/generalized.py

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r"""
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Generalized Functions
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Generalized functions
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Sage implements several generalized functions (also known as
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distributions) such as Dirac delta, Heaviside step functions. These

src/sage/functions/hyperbolic.py

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r"""
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Hyperbolic Functions
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Hyperbolic functions
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The full set of hyperbolic and inverse hyperbolic functions is
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available:

src/sage/functions/hypergeometric.py

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r"""
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Hypergeometric Functions
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Hypergeometric functions
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This module implements manipulation of infinite hypergeometric series
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represented in standard parametric form (as `\,_pF_q` functions).

src/sage/functions/jacobi.py

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r"""
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Jacobi Elliptic Functions
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Jacobi elliptic functions
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This module implements the 12 Jacobi elliptic functions, along with their
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inverses and the Jacobi amplitude function.

src/sage/functions/log.py

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"""
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Logarithmic Functions
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Logarithmic functions
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AUTHORS:
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src/sage/functions/min_max.py

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r"""
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Symbolic Minimum and Maximum
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Symbolic minimum and maximum
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Sage provides a symbolic maximum and minimum due to the fact that the Python
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builtin max and min are not able to deal with variables as users might expect.

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