Search Results for "arbitrary precision"
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Showing 26 open source projects for "arbitrary precision"
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calc: C-style arbitrary precision system
Calc: arbitrary precision C-like arithmetic & calculator
Calc is arbitrary precision C-like arithmetic system that is a calculator, an algorithm prototyper and mathematical research tool. Calc comes with a rich set of builtin mathematical and programmatic functions. -
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bignumber.js
A JavaScript library for arbitrary-precision decimal arithmetic
bignumber.js is a JavaScript library for arbitrary-precision decimal and non-decimal arithmetic. Faster, smaller, and perhaps easier to use than JavaScript versions of Java's BigDecimal. Replicates the toExponential, toFixed, toPrecision and toString methods of JavaScript's Number type. Includes a toFraction and a correctly-rounded squareRoot method. Supports cryptographically secure pseudo-random number generation. -
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CRC RevEng
Arbitrary-precision CRC calculator and algorithm finder
CRC RevEng is a portable, arbitrary-precision CRC calculator and algorithm finder. It calculates CRCs using any of the 113 preset algorithms, or a user-specified algorithm to any width. It calculates reversed CRCs to give the bit pattern that produces a desired forward CRC. CRC RevEng also reverse-engineers any CRC algorithm from sufficient correctly formatted message-CRC pairs and optional known parameters. -
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Fractalscope
A cross-platform fractal explorer
A tabbed document interface, cross-platform fractal explorer written in Qt. Emphasis is on ease of use and a fluid, non-blocking interface. Features include animated zooming and panning, arbitrary precision, and antialiasing. An introductory video is available to view here: https://www.youtube.com/watch?v=SXaqaun121E -
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Maxima -- GPL CAS based on DOE-MACSYMA
Computer Algebra System written in Common Lisp
Maxima is a computer algebra system comparable to commercial systems like Mathematica and Maple. It emphasizes symbolic mathematical computation: algebra, trigonometry, calculus, and much more. For example, Maxima solves x^2-r*x-s^2-r*s=0, giving the symbolic results [x=r+s, x=-s]. It can also calculate with exact integers and fractions, native floating-point, and high-precision big floats. Maxima has user-friendly front-ends, an online manual, plotting commands, and numerical... -
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REDUCE
A Portable General-Purpose Computer Algebra System
REDUCE is an interactive system for general algebraic computations of interest to mathematicians, scientists and engineers. It can be used interactively for simple calculations but also provides a flexible and expressive user programming language. The development of the REDUCE computer algebra system was started in the 1960s by Anthony C. Hearn. Since then, many scientists from all over the world have contributed to its development. REDUCE has a long and distinguished place in the... -
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Precise Calculator has arbitrary precision and can calculate with complex numbers, fractions, vectors and matrices. Has more than 150 mathematical functions and statistical functions and is programmable (if, goto, print, return, for).
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C++ BigInt class
C++ BigInt class enables to work with arbitrary precision integers
C++ BigInt class that enables the user to work with arbitrary precision integers. Latest Version: 10.3 (2019-03-06) -
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FunctionalCalculator
A functional maths program calculating with functions
...FunctionalCalculator has 75 User-Functions and logical / comparison operators (70 in the case of the mobile edition). The User-Functions can have arguments given by matrices, infinitely differentiable functions, complex numbers or arbitrary precision integers. Among the User-Functions you find: * The integral of f(x) from a to b * The derivative of f(x) * The Ternary Conditional * The gcd of two integers * Solve a System of Linear Equations FunctionalCalculator has a Grammar, which allows you to define you own recursive (meta) functions. ... -
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Simple Python Fixed-Point Module
Pure-python binary fixed-point arithmetic library
This Python module provides basic facilities for mathematics on fixed-point numbers. The number of fractional binary digits is tunable, allowing near-arbitrary precision arithmetic. Arithmetic & functions such as sqrt, exp, log, sin & cos are available. For the latest releases please visit https://github.com/rwpenney/spfpm -
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yacas
Computer calculations made easy
...The downloads section at sourceforge will be kept up to date for the foreseable future. Yacas is an easy to use, general purpose computer algebra system. It uses its own programming language designed for symbolic as well as arbitrary-precision numerical computations. The system comes with a library of scripts and extensive documentation. Yagy (http://sourceforge.net/p/yagy) provides full yacas experience wrapped in a simple and intuitive graphical interface. -
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libreMPC
Multiple Precision Arithmetic in C.
libreMPC is a free C library for arbitrary-precision arithmetic. -
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ExactCalc
Software for exact computing based on interval arithmetic.
...To save Your time using CPU time this program provides interpreter of simple programming language based on interval algebra with arbitrary precision arithmetic. -
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ŁX (Łukasiewicz eXperimental)
a reverse Polish notation multi-precision pocket calculator software
This project aims at an easy-to-use, cross-platform pocket calculator like software with reverse Polish notation (RPN) input, multi-precision arithmetics and support of several data types including macros. At the moment many features are rather rudimentary. Notably, it’s rather easy to freeze the program, say, by requesting a 1,000,000×1,000,000 identity matrix. Hey, I did call it ‘experimental’. -
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QtoNum
python calculus library with imprecise and precise representations
QtoNum is a calculator for qualitative values (-, +), intervals and crisp numbers with arbitrary precision. QtoNum also handles infinitesimals and infinites. All these types can be mixed in expressions and conversions are performed automatically. QtoNum can be used as an interactive calculator (command line) and as a calculus library. -
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java-numbers
A library for working with various complex numbers in Java.
Java-Numbers is a library for working with complex numbers of arbitrary precision in Java. Currently I have implemented Rational, which describes rational numbers in vulgar form. For example instead of 1/3 becoming the irrational 0.3333..., it remains 1/3, and so operations on it result in what was intend, i.e. (1/3) * (3) = 1, and not 0.3333... * 3.0 = 0.9999... -
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CalcPi
This is a multiplatform program to calculate pi.
This program calculates pi and other mathematical constants to arbitrary precision, only limited by processing power and memory. Its main feature is not speed, but multiplatform capability and a nice GUI. -
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Fractal explorer
Explore fractals with arbitrary precision, compute them over network
Designed for distributed computing over the network -
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Collatz tool is a little application to find numbers of collatz problem and modified collatz problems. You can modify the collatz factor, count of max. calculations, output. Done with C++ and bigInt Library for arbitrary precision integers.
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This is module for basic computation with floating point numbers. Numbers can have very wide mantissa for good precision, for realize "arbitrary-precision arithmetic". Module was adapt for BCB and MSVC compilers. Russian comments.
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SACIC - Semi-Advanced Command Interpreting Calculator - is a small calculator application capable of evaluating mathematical expressions with arbitrary precision, handling variables, drawing graphs, solving equations and more. It also supports simple scr
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Java arbitrary-precision calculator and expression parser. "Compiles" text equations into functors to be executed using the Java BigDecimal class.
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Distributed Java Fractal Generator. DJFractals can computes fractals in arbitrary precision using any CPU available from high performance multi-processors clusters of computers to grid of JavaCards and even at the same time.
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directed rounding, rational arithmetic and arbitrary precision arithmetic based on regular continued fraction expansions Moved to https://exactarithmetic.dev.java.net/
