Editor's note: See the original article on PurpleAlientPlanet. Some of my research is focused on the implementation issues of elliptic curve cryptography on embedded systems. Since I often have to ...

Define Finite Field Operations \ Implemen Barrett Reduction \ Introduction to Modular Exponentiation \ Introduction to Elliptic Curve Point Addition \ Point Addition on Elliptic Curve \ Point Doubling ...

In the last blog, we learned about finite field and implemented it in Rust programming language. In this blog post, we are going to learn Elliptic Curves. Like last blog, I will explain the defintion ...

Elliptic curve cryptography (ECC) has gained significant popularity due to its efficiency and security. Choosing the right elliptic curve is crucial for ensuring the robustness of your cryptographic ...

This blogpost is going to be an introduction-level post about Eliptic Curve Cryptography (ECC). It assumes knowledge in modular arithmetic as well as basic Group theory knowledge, both of which I have ...

ABSTRACT: By interpreting multifractal L-function zero alignment as a decoherence process, the Riemann hypothesis is demonstrated to imply the emergence of classical phase space at zero alignment.

As numbers go, 1729, the Hardy-Ramanujan number, is not new to math enthusiasts. But now, this number has triggered a major discovery — on Ramanujan and the theory of what are known as elliptical ...