Kaydet (Commit) a4cfb429 authored tarafından Raymond Hettinger's avatar Raymond Hettinger

Add entry for the math module.

üst ad81f2be
......@@ -972,6 +972,45 @@ datetime and time
(Contributed by Alexander Belopolsky and Victor Stinner.)
math
----
The :mod:`math` module has been updated with five new functions inspired by the
C99 standard.
The :func:`~math.isfinite` function provides a reliable and fast way to detect
special values. It returns *True* for regular numbers and *False* for *Nan* or
*Infinity*:
>>> [isfinite(x) for x in (123, 4.56, float('Nan'), float('Inf'))]
[True, True, False, False]
The :func:`~math.expm1` function computes ``e**x-1`` for small values of *x*
without incuring the loss of precision that usually accompanies the subtraction
of nearly equal quantities:
>>> expm1(0.013671875) # more accurate way to compute e**x-1 for a small x
0.013765762467652909
The :func:`~math.erf` function computes a probability integral of `Gaussian
error function <http://en.wikipedia.org/wiki/Error_function>`_:
>>> erf(1.0/sqrt(2.0)) # portion of normal distribution within 1 standard deviation
0.682689492137086
:func:`~math.gamma` is a continuous extension of the factorial function. See
http://en.wikipedia.org/wiki/Gamma_function for details. Because the function
is related to factorials, it grows large even for small values of *x*, so there
is also a :func:`~math.lgamma` for computing the natural logarithm of the gamma
function:
>>> gamma(7.0) # six factorial
720.0
>>> lgamma(801.0) # log(800 factorial)
4551.950730698041
(Contributed by Mark Dickinson.)
abc
---
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