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 ...

Various modulo arithmetic units can then be easily designed through a unique formula and can also be machine implemented. The modulo arithmetic units using this design approach are usually simpler ...

Modular arithmetic has numerous applications in: Cryptography (RSA, Diffie-Hellman, etc.) Coding theory (error-correcting codes, etc.) Computer science (hash functions, pseudorandom number generators, ...

This repository contains a set of programs that perform various operations in number theory, such as finding common divisors, solving modular equations, and performing calculations with the Extended ...

Arithmetic geometry and p-adic differential equations form a dynamic nexus where number theory, algebraic geometry and p-adic analysis converge. This interdisciplinary field investigates the ...

High throughput and low resource are the crucial design parameters of elliptic curve cryptographic (ECC) processor in many applications. The efficiency of ECC processor mainly depends on modular ...

This reminded me of modular arithmetic and the formula for calculating the day of the week for any date in history. We use modular arithmetic all the time.