9 packages returned for Tags:"fraction"

Fraction data type
  • 16,108 total downloads
  • last updated 5/1/2017
  • Latest version: 3.0.1
  • fraction math
The fraction data type consists of two BigInteger values for numerator and denominator. It implements various operations (addition, subtraction, multiplication, division and remainder) with operator overloads.
Contains a Rational class for working with rational numbers without floating point errors. Also contains some useful mathematical functions, such as GCD.
Big Book of Data Types is a collection of various data types including Vector3, Set, RingBuffer, PriorityQueue, Fractions, and DateSpan. It also includes a number of extension methods for types found already in .Net.
Fraction Support
  • 2,600 total downloads
  • last updated 12/21/2015
  • Latest version: 1.0.1
  • fraction .net4
Add fraction support to dotNet 4.0. Source code is available at http://wp.secretnest.info/archives/4054 Known Issue: Using an instance built by default parameterless constructor will cause exception or miscalculation. To avoid this, always use parameter-based constructors. This will not be fixed... More information
  • 1,355 total downloads
  • last updated 5/1/2017
  • Latest version: 3.0.1
  • fraction math
Converts a fraction data type to JSON by using Fraction's ToString() and FromString() methods. The class name is JsonFractionConverter.
  • 401 total downloads
  • last updated 6/19/2017
  • Latest version: 2.0.0
  • Fraction Rational
Features: 1) Automatically simplifies the fraction. 2) Fraction can be represented in form of Mixed Fraction. 3) Supports undefined values (Undefined,+Infinity,-Infinity). 4) Data type BigInteger is used and can store all possible rational numbers. 5) String-Fraction conversion (ToString() or... More information
Implementation of rational number arithmetic for .NET with arbitrary precision. Supported features: - implicit conversions - rationals integrate seamlessly with other number types - unlimited precision - rationals use BigInteger inside - canonical form - each rational can have its canonical form... More information