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Quadratic Sieve integer factorization method for JavaScript bigints
Integer Factorization Approaches with JavaScript
integer factorization using Pollard's rho algorithm with Brent cycle detection, Miller–Rabin primality test
Miller Rabin algorithm for primality test
Arbitrary precision modular arithmetic, cryptographically secure random numbers and strong probable prime generation/testing. It works in modern browsers, Angular, React, Node.js, etc. since it uses the native JS implementation of BigInt
naive solver for the prime factorization problem
Beta prime distribution cumulative distribution function (CDF).
- stdlib
- stdmath
- statistics
- stats
- distribution
- dist
- probability
- prob
- cdf
- cumulative
- cumulative distribution
- distribution function
- beta
- prime
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elliptic curves implementations in wasm
Assorted common math functions & utilities
- animation
- bezier
- cubic
- easing
- hermite
- interpolation
- interval
- math
- prime
- quadratic
- smoothmax
- smoothstep
- solver
- trigonometry
This calculator allows you to calculate prime factor decomposition of a positive integer and detects if the number is prime
Minimal implementation of older cryptography algorithms: RSA, DSA, DH
Beta prime distributed pseudorandom numbers.
Tools used to understand or work with numbers in Node.JS, Javascript and derivatives.
- number
- numbers
- math
- theory
- abundant
- adaptive simpson
- addition
- affine
- arithmetic
- basic
- bates
- binomial
- box muller
- box muller transform
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module with functions relating to the prime factors of a positive integer
Generate a cryptographically-random probable prime number that passes the Miller-Rabin test with the given number of bits of entropy.
Implementation of the Miller-Rabin primality test.
prime dom library
A very useless math package for your complex javascript projects
- javascript
- typescript
- math
- maths
- prime
- numbers
- ratios
- rate
- distance
- factorization
- factors
- simple
- area
- volume
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Generate a Sieve of Eratosthenes with constant time lookup
Test if a number is prime in constant time, using a cached Sieve of Eratosthenes.