A team of researchers has introduced an automated, dynamic-programming-guided framework designed to optimize polynomial multiplication over the finite field $mathbbF_2[x]$ across a wide range of instr...
A team of researchers from academic and research institutions has released a new study detailing a systematic method for optimizing polynomial multiplication over finite fields, a critical operation u...
A multi-institutional team of researchers has released a new study detailing a systematic, automated method for optimizing binary polynomial multiplication ($mathbbF_2[x]$ multiplication) across a wid...
A team of researchers has released a new study detailing a systematic method for optimizing polynomial multiplication over $mathbbF_2[x]$, a fundamental mathematical operation critical to both classic...
The paper, designated as Paper 2026/2283 on the Cryptology ePrint Archive, explores how a compromised or subverted hardware device controlled by one participant could subtly leak sensitive cryptograph...