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gmpy

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  Analyzed about 22 hours ago

A C-coded Python extension module that wraps the GMP library to provide to Python code fast multiprecision arithmetic (integer, rational, and float), random number generation, advanced number-theoretical functions, and more.

39.2K lines of code

6 current contributors

4 days since last commit

3 users on Open Hub

Moderate Activity
4.0
   
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primerange

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  Analyzed about 21 hours ago

The primerange project is an attempt to generate 'mostly' primes for numbers having 10->20 decimal digits, by using algebraic and non-algebraic techniques. Its usefulness for much larger numbers, has not currently been tested, and it is expected, that the phrase 'mostly' would not apply in ... [More] the case that huge integers are generated. Utilise 'free software' computerised algebra systems Sage, and Python, and C, and GNU gmp library to provide scripts. [Less]

89.8K lines of code

0 current contributors

almost 7 years since last commit

1 users on Open Hub

Inactive
0.0
 
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GNU MPFR

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Claimed by GNU Analyzed about 18 hours ago

Provides a library for multiple-precision floating-point computation with correct rounding. The computation is both efficient and has a well-defined semantics. It copies the good ideas from the ANSI/IEEE-754 standard for double-precision floating-point arithmetic.

260K lines of code

2 current contributors

8 days since last commit

1 users on Open Hub

Moderate Activity
0.0
 
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AzaMath

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  Analyzed 1 day ago

AzaMath - Anizoptera CMF mathematic component. Provides functionality to work with large numbers with arbitrary precision (using BCMath) and universal mumeral systems conversions (supported bases from 2 to 62 inclusive, and custom systems; pure PHP, but can use GMP and core functions for speed optimization).

3.17K lines of code

0 current contributors

about 7 years since last commit

1 users on Open Hub

Inactive
5.0
 
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Rmpfr package R MPFR

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  No analysis available

Rmpfr provides (S4 classes and methods for) arithmetic including transcendental ("special") functions for arbitrary precision floating point numbers. To this end, it interfaces to the LGPL'ed MPFR (Multiple Precision Floating-Point Reliable) Library which itself is based on the GMP (GNU Multiple Precision) Library.

0 lines of code

1 current contributors

0 since last commit

1 users on Open Hub

Activity Not Available
5.0
 
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Mostly written in language not available
Licenses: GPL2

rational

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  Analyzed about 20 hours ago

A C++ rational (fraction) template class Include rational.h to be able to do fraction calculations. By simply including rational.h and specifying the storage type (any integer variant) you can create and use a fractional data type. Features * exchangeable GCD algorithms * optional signed ... [More] overflow/unsigned wrap checking * optimized for signed and unsigned types * construction of inproper (mixed) fractions and approximated fractions * Support for the GNU Multiple Precision Arithmetic Library and the CLN - Class Library for Numbers as underlying storage type * Expression templates for domain specific programming [Less]

7.89K lines of code

1 current contributors

almost 5 years since last commit

1 users on Open Hub

Inactive
0.0
 
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expr2cf

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  Analyzed about 11 hours ago

A small collection of tools to work with rational numbers

841 lines of code

0 current contributors

about 8 years since last commit

1 users on Open Hub

Inactive
0.0
 
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AltIO

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  No analysis available

I/O library for Altract

0 lines of code

0 current contributors

0 since last commit

0 users on Open Hub

Activity Not Available
0.0
 
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Mostly written in language not available
Licenses: gpl3

MuPuPriNT

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  Analyzed about 8 hours ago

Please note that, effective 1 January 2013, development of this application has been suspended. This is indefinite, but not permanent. MuPuPriNT (Multi-Purpose Prime Number Tester) is a primality and compositeness tester for many different types of numbers. It is basic, yet full-featured, and ... [More] offers several different testing methods for each type of number. MuPuPriNT is built on the GNU Multiple-Precision (GMP) integer + rational library, and is available for Windows, OS X, and Linux. Source code is available as well, and can be built on any machine with Qt installed. As of version 2.0, MuPuPriNT is built on the cross-platform Qt application framework. There are currently two versions: MuPuPriNT and MuPuPriNT Extended. [Less]

23.8K lines of code

0 current contributors

over 11 years since last commit

0 users on Open Hub

Inactive
0.0
 
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Licenses: No declared licenses

Math-Prime-Util-GMP

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  Analyzed 1 day ago

Perl prime number module using XS/GMP

30.7K lines of code

1 current contributors

9 months since last commit

0 users on Open Hub

Very Low Activity
0.0
 
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