Search Results for "gmp"

This is a fork of Colin Benner's Frobenius benchmarking. https://github.com/yzhs/frobenius-test Quadratic Frobenius primality Test (QFT) as devised by Grantham has two relatively expensive first steps. In other projects, techniques were examined that may reduce that expense and are tested here.

Fortran binding for GMP library. Currently gfortran compiler supported on Linux and MS Windows (MinGW) platforms. Included Fortran program for solving Archimedes's cattle problem.

Taylor series Integrator for Differential EquationS. This software is developed by Profs. A. Abad, R. Barrio, F. Blesa and M. Rodriguez, (GME, University of Zaragoza, Spain). It consists on a C (Fortran) library, libTIDES, and a Mathematica package, MathTIDES. (MathTIDES requires Mathematica version >= 7.0) . Basic references: * A. Abad, R. Barrio, F. Blesa, M. Rodriguez, 2012. Algorithm 924: TIDES, a Taylor series Integrator for Differential EquationS, ACM TOMS. 39, no. 1, art. 5....

resParser is a command line scientific calculator exploiting "50 digit precision" floating point computations using GMP and MPFR library. The project is open source with GLP v2 licence and cross platform. It is implemented with QT for GUI and for useful classes like QString. In the begin it was just a tool for computation of resistors values. Very similar to Speed Crunch as features Features: * Command line input * Built-in functions (log, exp, sin, cos,

FoxCalc is a calculator with a text user interface (TUI), compiled for DOS. It supports a mouse, and uses the GMP library, therefore its results are highly accurate. FoxCalc is distributed as a zip FreeDOS package. That way, it can be easily installed using the FreeDOS package manager.

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 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.

gmp library that can be linked with MSVC

Multiprecision complex matrix and mathematics (using gmp and mpfr modules) and plotting (using OpenGL graphics). There are file I&O functions.

A library has been developed to simulate the round-off error of floating-point operations. While other existing similar libraries as GMP or MPFR are designed for infinite precision, this library is to simulate the round-off error propagation.

MegaPi is a programm to calculate Pi. It uses the GMP-Lib for the long numbers. The maximum of Digits is just bounded to your Physical Memory. Available as source, and for GNU/Linux 32 + 64 Bit.

This application calculate Pi with the Gauss–Legendre algorithm and uses the GMP-Library.

A math library for GMP. This library use the cmath as model and overloaded the principal math functions (sin, cos, tan, log... ). So, this make easy the development of generic programs.

BigNums offers several GMP-Tools to deal with big numbers.

The GMP compiler simplifies the use of GMP, the GNU multiple precision library. It scans a C source file for specially marked GMPS arithmetic expressions and replaces them with plain C.

A C library for exact linear algebra based on GNU GMP (see http://www.swox.com/gmp/).

Real-Time Proactive Secret Sharing Library for RTAI is an implementation of the Shamir's secret sharing scheme and Herzberg's proactive secret sharing algorithm. The library uses a port of GNU GMP in order to make multiple precision arithmetic operatio

Interfacing GMP 4 to Python 2.{3,4} for fast, unbound-precision computations.

NGmp is a C# C++ Java Python VB.NET etc. etc. binding of GMP and MPFR multi-precision number libraries. With support of Microsoft .NET or Novell Mono runtime NGmp will run on mutliple platforms. It is faster than other libraries available on .NET or Mono

A Python and ANSI C implementation of the Edelsbrunner hyperplane arrangement algorithm described in his book Algorithms in Combinatorial Geometry, supporting arbitrary dimensions, exact rational arithmetic using gmp, and using David Avis lrs solver.

The project intends to develop an advanced scientific calculator which will be based on the GMP library. The calculator will have a GUI based on wxWidgets.

KHorn is a universal easy to use CAS (Computer Algebra System). It will be usable for Physics, Chemistry, Mathematics and other natural sciences. KHorn is based on the GMP library.

This is a C library using the GMP Bignum library for performing arithmetic operations between any functions (represented by their MacLaurin series expansion up to a given degree). A support for computing some generating functions is also provided. Coeffi

XNum is an integer arithmetic library written in C++. The difference between XNum and other libraries such as GMP <http://www.swox.com/gmp/> is the the former tries to imitate the practical method that humans use to do the arithmetic themselves. Current

This is a port of the GNU MultiPrecision library of C arbitrary-precision arithmetic routines to IA-64, with a focus on efficient (assembly) IA-64 routines for mul_basecase.c and sqr_basecase.c