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Title: GitHub - laurivers/BigInt: Arbitrary-precision arithmetic in pure Swift

Open Graph Title: GitHub - laurivers/BigInt: Arbitrary-precision arithmetic in pure Swift

X Title: GitHub - laurivers/BigInt: Arbitrary-precision arithmetic in pure Swift

Description: Arbitrary-precision arithmetic in pure Swift. Contribute to laurivers/BigInt development by creating an account on GitHub.

Open Graph Description: Arbitrary-precision arithmetic in pure Swift. Contribute to laurivers/BigInt development by creating an account on GitHub.

X Description: Arbitrary-precision arithmetic in pure Swift. Contribute to laurivers/BigInt development by creating an account on GitHub.

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https://github.com/attaswift/BigInt
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Requirements and Integrationhttps://patch-diff.githubusercontent.com/laurivers/BigInt#integration
Implementation Noteshttps://patch-diff.githubusercontent.com/laurivers/BigInt#notes
Full-width multiplication and division primitiveshttps://patch-diff.githubusercontent.com/laurivers/BigInt#fullwidth
Why is there no generic BigInt type?https://patch-diff.githubusercontent.com/laurivers/BigInt#generics
Calculation Sampleshttps://patch-diff.githubusercontent.com/laurivers/BigInt#samples
Obligatory factorial demohttps://patch-diff.githubusercontent.com/laurivers/BigInt#factorial
RSA Cryptographyhttps://patch-diff.githubusercontent.com/laurivers/BigInt#rsa
Calculating the Digits of πhttps://patch-diff.githubusercontent.com/laurivers/BigInt#pi
https://developer.apple.com/swift/
http://cocoapods.org/pods/BigInt
http://cocoapods.org/pods/BigInt
https://travis-ci.org/attaswift/BigInt
https://codecov.io/github/attaswift/BigInt?branch=master
https://github.com/Carthage/Carthage
http://cocoapods.org/pods/BigInt
https://patch-diff.githubusercontent.com/laurivers/BigInt#overview
integer types of arbitrary widthhttps://en.wikipedia.org/wiki/Arbitrary-precision_arithmetic
The GNU Multiple Precision Arithmetic Libraryhttps://gmplib.org
BigUInthttp://attaswift.github.io/BigInt/Structs/BigUInt.html
BigInthttp://attaswift.github.io/BigInt/Structs/BigInt.html
Comparablehttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Comparison
Hashablehttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Hashing
The full set of arithmetic operatorshttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Addition
Additionhttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Addition
subtractionhttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Subtraction
There are variantshttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Subtraction
Multiplicationhttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:ZFV6BigInt7BigUIntoi1mFTS0_S0__S0_
fused multiply-addhttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:FV6BigInt7BigUInt14multiplyAndAddFTS0_Vs6UInt6410atPositionSi_T_
special-case variantshttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Multiplication
Divisionhttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Division
BigUInt.dividehttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:FV6BigInt7BigUInt7dividedFT2byS0__T8quotientS0_9remainderS0__
Bitwise operatorshttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Bitwise%20Operations
widthhttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:vV6BigInt7BigUInt5widthSi
trailingZeroBitCounthttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:vV6BigInt7BigUInt14trailingZeroBitCountSi
leadingZeroBitCounthttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:vV6BigInt7BigUInt13leadingZeroBitCountSi
Shift operatorshttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Shift%20Operators
convert NSData to big integershttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/NSData%20Conversion
generating random integershttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/Random%20Integers
Stringshttp://attaswift.github.io/BigInt/Extensions/String.html#/s:FE6BigIntSScFTVS_7BigUInt5radixSi9uppercaseSb_SS
big integershttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:FV6BigInt7BigUIntcFTSS5radixSi_GSqS0__
sqrt(n)http://attaswift.github.io/BigInt/Functions.html#/s:F6BigInt4sqrtFVS_7BigUIntS0_
BigUInt.gcd(n, m)http://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:ZFV6BigInt7BigUInt3gcdFTS0_S0__S0_
base.power(exponent, modulus)http://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:FV6BigInt7BigUInt5powerFTS0_7modulusS0__S0_
Vanilla exponentiationhttp://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:FV6BigInt7BigUInt5powerFSiS0_
n.inverse(modulus)http://attaswift.github.io/BigInt/Structs/BigUInt.html#/s:FV6BigInt7BigUInt7inverseFS0_GSqS0__
n.isPrime()http://attaswift.github.io/BigInt/Structs/BigUInt.html#/Primality%20Testing
https://patch-diff.githubusercontent.com/laurivers/BigInt#api-documentation
http://attaswift.github.io/BigInt/http://attaswift.github.io/BigInt/
https://patch-diff.githubusercontent.com/laurivers/BigInt#license
the MIT licensehttps://github.com/attaswift/BigInt/blob/master/LICENSE.md
https://patch-diff.githubusercontent.com/laurivers/BigInt#requirements-and-integration
https://patch-diff.githubusercontent.com/laurivers/BigInt#implementation-notes
BigUInthttp://attaswift.github.io/BigInt/Structs/BigUInt.html
BigUInthttp://attaswift.github.io/BigInt/Structs/BigUInt.html
The subscript operatorhttps://github.com/attaswift/BigInt/blob/v2.0.0/Sources/BigUInt.swift#L216-L239
BigInthttp://attaswift.github.io/BigInt/Structs/BigInt.html
absolute valuehttp://attaswift.github.io/BigInt/Structs/BigInt.html#/s:vV6BigInt6BigInt3absVS_7BigUInt
sign bithttp://attaswift.github.io/BigInt/Structs/BigInt.html#/s:vV6BigInt6BigInt8negativeSb
https://patch-diff.githubusercontent.com/laurivers/BigInt#why-is-there-no-generic-bigintdigit-type
please enlighten mehttps://twitter.com/lorentey
https://patch-diff.githubusercontent.com/laurivers/BigInt#calculation-samples
https://patch-diff.githubusercontent.com/laurivers/BigInt#obligatory-factorial-demo
https://patch-diff.githubusercontent.com/laurivers/BigInt#rsa-cryptography
RSA cryptography systemhttps://en.wikipedia.org/wiki/RSA_(cryptosystem)
https://patch-diff.githubusercontent.com/laurivers/BigInt#calculating-the-digits-of-π
Jeremy Gibbon's spigot algorithmhttp://www.cs.ox.ac.uk/jeremy.gibbons/publications/spigot.pdf
Readme https://patch-diff.githubusercontent.com/laurivers/BigInt#readme-ov-file
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