Elliptic curve cryptographyDiscrete logarithm problemPollard rhoHardware designFPGANegation mapComputing discrete logarithms takes time. It takes time to develop new algorithms, choose the best algorithms, implement these algorithms correctly and efficiently, keep the system running for several months, and, ...
Although radix-4 CORDIC can converge faster with fewer recurrences, it demands more hardware resources and computational steps due to its intricate angle selection logic and variable scale factor. We have employed the modified radix-4 hyperbolic vectoring (R4HV) CORDIC to compute logarithms, radix-4...
Speeding up elliptic curve discrete logarithm computations with point halving Pollard rho method and its parallelized variants are at present known as the best generic algorithms for computing elliptic curve discrete logarithms. We p... F Zhang,W Ping - 《Designs Codes & Cryptography》 被引量: 20...