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author | Fred Drake <fdrake@acm.org> | 1998-04-04 07:15:02 (GMT) |
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committer | Fred Drake <fdrake@acm.org> | 1998-04-04 07:15:02 (GMT) |
commit | fc57619811688c2ca885d285c651e0da59b88cc4 (patch) | |
tree | 5bfe87ac9bca13742b8a4a8a4bbd6766b3c8a6d1 /Doc/libmpz.tex | |
parent | 71c1e502f0fba1dd40c4cc93b2143189d82a7672 (diff) | |
download | cpython-fc57619811688c2ca885d285c651e0da59b88cc4.zip cpython-fc57619811688c2ca885d285c651e0da59b88cc4.tar.gz cpython-fc57619811688c2ca885d285c651e0da59b88cc4.tar.bz2 |
Remove obsolete \setindexsubitem macros.
Massive migration to methoddesc and memberdesc.
Logical markup as needed.
A sprinkling of index entries for flavor.
Diffstat (limited to 'Doc/libmpz.tex')
-rw-r--r-- | Doc/libmpz.tex | 44 |
1 files changed, 27 insertions, 17 deletions
diff --git a/Doc/libmpz.tex b/Doc/libmpz.tex index 1c4b19f..707a3a8 100644 --- a/Doc/libmpz.tex +++ b/Doc/libmpz.tex @@ -1,38 +1,48 @@ -\section{Built-in Module \sectcode{mpz}} +\section{Built-in Module \module{mpz}} \label{module-mpz} \bimodindex{mpz} This is an optional module. It is only available when Python is configured to include it, which requires that the GNU MP software is installed. +\index{MP, GNU library} +\index{arbitrary precision integers} +\index{integer!arbitrary precision} This module implements the interface to part of the GNU MP library, which defines arbitrary precision integer and rational number arithmetic routines. Only the interfaces to the \emph{integer} -(\samp{mpz_{\rm \ldots}}) routines are provided. If not stated +(\function{mpz_*()}) routines are provided. If not stated otherwise, the description in the GNU MP documentation can be applied. In general, \dfn{mpz}-numbers can be used just like other standard Python numbers, e.g.\ you can use the built-in operators like \code{+}, \code{*}, etc., as well as the standard built-in functions like -\code{abs}, \code{int}, \ldots, \code{divmod}, \code{pow}. -\strong{Please note:} the \emph{bitwise-xor} operation has been implemented as -a bunch of \emph{and}s, \emph{invert}s and \emph{or}s, because the library -lacks an \code{mpz_xor} function, and I didn't need one. +\function{abs()}, \function{int()}, \ldots, \function{divmod()}, +\function{pow()}. \strong{Please note:} the \emph{bitwise-xor} +operation has been implemented as a bunch of \emph{and}s, +\emph{invert}s and \emph{or}s, because the library lacks an +\cfunction{mpz_xor()} function, and I didn't need one. -You create an mpz-number by calling the function called \code{mpz} (see +You create an mpz-number by calling the function \function{mpz()} (see below for an exact description). An mpz-number is printed like this: \code{mpz(\var{value})}. -\setindexsubitem{(in module mpz)} + \begin{funcdesc}{mpz}{value} Create a new mpz-number. \var{value} can be an integer, a long, another mpz-number, or even a string. If it is a string, it is interpreted as an array of radix-256 digits, least significant digit - first, resulting in a positive number. See also the \code{binary} + first, resulting in a positive number. See also the \method{binary()} method, described below. \end{funcdesc} +\begin{datadesc}{MPZType} + The type of the objects returned by \function{mpz()} and most other + functions in this module. +\end{datadesc} + + A number of \emph{extra} functions are defined in this module. Non mpz-arguments are converted to mpz-values first, and the functions return mpz-numbers. @@ -40,7 +50,7 @@ return mpz-numbers. \begin{funcdesc}{powm}{base, exponent, modulus} Return \code{pow(\var{base}, \var{exponent}) \%{} \var{modulus}}. If \code{\var{exponent} == 0}, return \code{mpz(1)}. In contrast to the - \C-library function, this version can handle negative exponents. + \C{} library function, this version can handle negative exponents. \end{funcdesc} \begin{funcdesc}{gcd}{op1, op2} @@ -62,18 +72,18 @@ return mpz-numbers. \end{funcdesc} \begin{funcdesc}{divm}{numerator, denominator, modulus} - Returns a number \var{q}. such that - \code{\var{q} * \var{denominator} \%{} \var{modulus} == \var{numerator}}. - One could also implement this function in Python, using \code{gcdext}. + Returns a number \var{q} such that + \code{\var{q} * \var{denominator} \%{} \var{modulus} == + \var{numerator}}. One could also implement this function in Python, + using \function{gcdext()}. \end{funcdesc} An mpz-number has one method: -\setindexsubitem{(mpz method)} -\begin{funcdesc}{binary}{} +\begin{methoddesc}[mpz]{binary}{} Convert this mpz-number to a binary string, where the number has been stored as an array of radix-256 digits, least significant digit first. The mpz-number must have a value greater than or equal to zero, - otherwise a \code{ValueError}-exception will be raised. -\end{funcdesc} + otherwise \exception{ValueError} will be raised. +\end{methoddesc} |