A new mathematical framework, built on a branch of number theory called adelic analysis, has produced a complete proof of the ...

Abstract: With the rising data evolution, the demand for secured communications over networks is rising immensely. Elliptic Curve Cryptography (ECC) provides an attractive solution to fulfill the ...

The day when a quantum computer can crack commonly used forms of encryption is drawing closer. The world isn’t prepared, ...

Arithmetic geometry of elliptic curves combines algebraic geometry and number theory to investigate cubic curves of genus one endowed with a distinguished rational point. Such curves admit a group law ...

Nonlinear elliptic boundary value problems form a foundational class of partial differential equations characterised by the requirement that solutions satisfy an ellipticity condition while meeting ...

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 ...

Elliptic said Thursday the $285 million Drift Protocol exploit, the largest this year, carries “multiple indicators” of North Korea’s state-sponsored DPRK hacker group involvement. The research firm ...

Building a utility-scale quantum computer that can crack one of the most vital cryptosystems—elliptic curves—doesn’t require nearly the resources anticipated just a year or two ago, two independently ...

The quantum computing power required to break the encryption that secures blockchains continues to decline, at least in theory, raising the question of whether the industry can migrate to ...

Segerstrom Center for the Art celebrates Women’s History month and honors Latina voices with the West Coast premiere of “Curves in Concert” on March 20. The one-night-only concert experience will ...