Common algorithms implemented in JavaScript.
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Updated
Jan 27, 2019 - JavaScript
Common algorithms implemented in JavaScript.
The mathEmatics Useful Library (the name is a work in progress) is a math general purpose c++20 header library that, among other things, features a big integer implementation.
Ultra-Fast O(L) Deterministic Primality Testing — Multi-Architectural Pass Engine (MAPE-V3) Deterministic multi-layer prime testing for giant numbers using single-pass linear mod engines (Muamer Engine).
This repository contains the solutions of all the problems of competitive programming contests I've solved.
A compilation of mathematical algorithims in C#.
This repository is dedicated to store a bunch of basic algorithms and math solving problems related to Unity Engine.
My useful algorithms and data structure implementations... in C++
A simple javaScript to calculate the sum of all numbers between a given range[m,n]. Includes iterative and formula based soluitions
A C-based mathematical utility that implements the power function ($base^n$) using an iterative multiplication loop, avoiding external math library dependencies.
Maybe another time...
"A simple and efficient JavaScript program to find and print all odd numbers from 0 to N. Perfect for beginners learning loops and conditional logic in JS. 🚀"
Pure-Python implementation of Hensel lifting for square roots modulo a prime power.
Diving into math, sorting, search, recursion, sets, greedy, knapsack and dynamic algorithms and data structures in TypeScript
Projects in Java and Python from class assignments
Math Algorithms
A C function that generates a random integer array and calculates either Variance or Standard Deviation based on a control parameter (1 for Variance, 0 for Std Dev).
A basic study guide for Data Structures and Algorithms, written in JavaScript and Python. For better readability, use the Better Comments extension in VS Code.
This project implements two methods for calculating Oddonacci numbers using Java: a linear tail-recursive approach and a multiple recursive approach. These methods are implemented to study their performance in terms of execution time and efficiency.
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