Design for Modular Construction is a starter guide for architects interested in learning the value and opportunities of modular design and examining case studies that exemplify construction project ...

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 ...

The Montgomery multiplication is an efficient method for modular arithmetic. Typically, it is used for modular arithmetic over integer rings to prevent the expensive inversion for the modulo reduction ...

In this scenario, modular arithmetic allows a more accurate signal processing regarding SQNR performance. This proposal has been shown to improve performance compared to other state-of-the-art methods ...

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 ...

Used concepts from a course in abstract algebra to implement the Affine Hill cipher. Developed an R package featuring a variety of functions for modular arithmetic and linear algebra. Implemented a web ...

Modular arithmetic, even when disguised as a rounding problem, can be just as simple, if not simpler. The technique discussed here works for any constant N , delivers solutions even when x has 32 or ...

The modular arithmetic coprocessor must have at least 6 registers (4 if only encryption is implemented), each of length greater or equal than 16 bytes each. On the other hand, the coprocessor shall be ...