Pure-Python library for working with modular arithmetic, congruence classes, and finite fields. A library for number theory and modular arithmetic algorithms in Python e.g. Pollard Rho, Miller–Rabin ...

Modular arithmetic, often hailed as one of the cornerstones of number theory, holds a significant place in the realm of mathematics. Beyond its foundational role, modular arithmetic plays a pivotal ...

This project implements neural networks for performing modular arithmetic tasks, specifically modular addition and multiplication. The neural network models are trained and evaluated using a dataset ...

Abstract: Modular multiplication is used in a wide range of applications. Most of the existing modular multiplication algorithms in the literature often focus on large size moduli. However, those ...

1. Introduction to Modular Arithmetic. 2. Counting occurrences using modular arithmetic. 3. Modular Exponentiation techniques. 4. Introduction to Greatest Common Divisor (GCD) and its properties. 5.

This issue of Students Explorations in Mathematics introduces students to modular arithmetic and its applications. This activity will help develop students’ problem-solving strategies and provide ...

You may never have heard of modular arithmetic, but you use it every day without the slightest difficulty. In this system, numbers wrap around when they reach a certain size called the modulus; it is ...

One of my fellow contributors here recently wrote a post about leap years and why we have them. This reminded me of modular arithmetic and the formula for calculating the day of the week for any date ...

Redox-based resistive switching random access memory (ReRAM) offers excellent properties to implement future non-volatile memory arrays. Recently, the capability of two-state ReRAMs to implement ...