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cpmath's Introduction

CPMath

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A NPM mathematics library for CP

Algorithm List

  • Seive
  • Power with Mod
  • Get Divisor in sqrt(n)
  • Matrix Multiplication, Addition and Exponentation
  • Finding nth Fibonacci in log(n)
  • Karatsuba Multiplication
  • Extended Euclidean Algorithm
  • Diophantine Equation(Initial Solution)
  • Euler Totient
  • Zfunction
  • Stein's GCD
  • Sigmoid
  • Softmax
  • Tanh
  • ReLU
  • Leaky ReLU
  • nCr using Fermat's theorem
  • PollardRho Factorization
  • Dixon Factorization
  • Rencontres Number (Counting partial derangements)
  • Leornado Number
  • Dyck Path(A staircase walk in matrix) Count
  • Hosoya's Traingle
  • Betrothed numbers
  • Frugal Number
  • Blum Integer
  • Lemoine’s Conjecture
  • Aliquot sum
  • Fermat’s Last Theorem
  • K-Jagged Number
  • Euler’s Four Square Identity
  • ...more to come

Blog

https://progwithme.blogspot.com/

Getting started

  • Fork the repository.
  • Clone it to your machine.

Code of Conduct

We really appreciate the keen interest and the overall work culture we create by working together as a team with various unique experiences and minds culminated into a single project. This is only possible if we respect each other.

Kindly go through our Code of Conduct to take a moment and familiarise with the spirit of opensource.

Contributing Guide

PR rules:

  • Kindly follow the Pull Request template provided.

For more details kindly go through our Contributing Guidelines.

Contributors ✨

Thanks goes to these wonderful people (emoji key):


prskid1000

💻

Athi223

💻

sakshidhamne

💻

This project follows the all-contributors specification. Contributions of any kind welcome!

cpmath's People

Contributors

athi223 avatar prskid1000 avatar

Watchers

 avatar

cpmath's Issues

[Feature] Sigmoid Function

A sigmoid function is a bounded, differentiable, real function that is defined for all real input values and has a non-negative derivative at each point and exactly one inflection point.

Inputs: z -> Real number of whose sigmoid is to be calculated

Outputs: σ(z) or sigmoid(z)

Domain: Real numbers

Range: [-1, 1]

Softmax Function

A Softmax function is required which is usually used in machine learning algorithms but can be used as a general function as well.

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