I'm pleased to announce the release of GMPY2 2.0.0. GMPY2 provides access to
the GMP/MPIR, MPFR, and MPC arbitrary precision arithmetic libraries.
Highlights
--
* Support for correctly rounded arbitrary precision real arithmetic, including
trigonometric, logarithmic, exponential, and
:
http://readthedocs.org/docs/gmpy2/en/latest/
Please test this release and report any issues!
casevh
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consistent
Please report any issues!
casevh
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performance improvements.
Please report any issues!
casevh
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of the mpq rational type
to match previous versions of GMPY (prior to 1.10)
and to match Python's Fraction type. Properties
to access the numerator and denominator were
added.
Binary installers for Python 3.2 are available.
Please report any issues!
casevh
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Microsoft's SDK compilers
using MPIR 2.1.1. Detailed instructions are included if you
want to compile your own binary.
Please report any issues!
casevh
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. I plan to add a new
mutable integer type in the next release of GMPY. If you want to
experiment with mutable integers now, GMPY can be compiled with
mutable version of the standard 'mpz' type. Please see the file
mutable_mpz.txt for more information.
Please report any issues!
casevh
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!
casevh
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to
the site-packages directory.
casevh
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Hi everyone,
I'm happy to announce that GMPY v1.03 has been released.
It is available at: http://code.google.com/p/gmpy/
What is GMPY?
==
GMPY is a C-coded Python extension module that wraps the GMP library
to
provide to Python code fast multiprecision arithmetic (integer,
GMPY binaries for Python 2.5 are available at
http://home.comcast.net/~casevh/
Notes
They have not been extensively tested.
This is based on the CVS version of gmpy and includes a patch (not yet
in CVS) from Alex Martelli that resolves a bug with divm(). Please
consider this an unofficial
number by an 800,000 digit number.
DecInt can be found at http://home.comcast.net/~casevh/
Enjoy,
casevh
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than GMP but can actually
be faster in some instances; for example, dividing a 2,000,000 digit
number by an 800,000 digit number.
DecInt can be found at http://home.comcast.net/~casevh/
(DecInt used to be called BigDecimal; I renamed it to avoid confusion
with the decimal class include with Python
posting to c.l.py: 13 minutes 41 seconds
BigDecimal: 59 seconds
BigDecimal w/gmpy: 10 seconds
The first released version is availabe at http://home.comcast.net/~casevh
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