Showing 6 open source projects for "binary"

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  • 1
    mXparser - Math Parser Java C# Library

    mXparser - Math Parser Java C# Library

    A flexible mathematical expressions parser for JAVA, Android, C# .NET

    ...Software provides easy to use API for JAVA, Android, C# .NET/MONO (CLS). Main functionalities: - basic operators, i.e.: +, -, *, ^, ! - Boolean logic operators i.e.: or, and, xor - binary relations i.e.: =, <, > - math functions (large library of 1-arg, 2-arg, 3-arg - - functions) i.e.: sin, cos, Stirling numbers, log, inverse functions - constants (large library), i.e.: pi, e, golden ratio - n-args functions i.e.: greatest common divisor - iterated summation and product operators - differentiation and integration High flexibility: - user defined constants and arguments, both free - and dependent on other arguments + possibility of use in functions - user defined functions (both free and depended) - user defined recursive arguments + simple (controlled) recursion (1 recursive argument) - user defined recursive functions / expressions (any) - complex, many arguments, no limitation - internal syntax checkin
    Downloads: 0 This Week
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  • 2
    Radix Player

    Radix Player

    Easily convert numbers to any radix

    Easily convert any number to any valid radix using Radix Player! It's so convenient! One-click to convert any number to binary, hex, oct, and any other valid radix 1-36. Check it out, it's free!
    Downloads: 0 This Week
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  • 3
    {sets} is a lightweight constraint programming language. The uniqueness of {sets}, is that it uses ROBDD ( Reduced Ordered Binary Decision Diagrams ) to represent and solve constraints.
    Downloads: 0 This Week
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  • 4
    Program to convert numbers to and from binary, hexadecimal, octal and binary. Useful for scientific calculations and programmers.
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  • 5
    This project aims to deliver a high-quality number base converter utility in Java. It will support decimal, binary, hexadecimal, octal, and a user specified base and convert between numbers of any base from 2 through 36.
    Downloads: 0 This Week
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  • 6
    Bellman algorithm's to resolve binary knapsack problem.
    Downloads: 0 This Week
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