We give deterministic polynomial time algorithms for two different decision version the modular inversion hidden number problem introduced by D. Boneh, ...
We give deterministic polynomial time algorithms for two different decision version the modular inversion hidden number problem introduced by D. Boneh, ...
The basic problem in this class is the following: Given many pairs (xi, msbk ((α + xi)−1 mod p)) for random xi ∈ Zp the problem is to find α ∈ Zp (here msbk ...
Missing: shifted | Show results with:shifted
Close values of shifted modular inversions and the decisional modular inversion hidden number problem. 2015 AMC 9 2 169- 176.
Solving a class of modular polynomial equations and its relation to modular inversion hidden number problem and inversive congruential generator.
Shparlinski IE, 2015, 'Close values of shifted modular inversions and the decisional modular inversion hidden number problem', Advances in Mathematics of ...
Aug 4, 2015 · The Modular Inversion Hidden Number Problem (MIHNP) was introduced by Boneh, Halevi and Howgrave-Graham in Asiacrypt 2001 (BHH'01). They ...
Missing: values shifted inversions decisional
Close values of shifted modular inversions and the decisional modular inversion hidden number problem. Article. May 2015. Igor E ...
Hidden Number Problem · Download Full-text · scholarly journals Close values of shifted modular inversions and the decisional modular inversion hidden number ...
Mar 25, 2022 · This paper proposes a new, fast, constant-time inverter over prime fields F p based on the traditional Binary Extended Euclidean (BEE) algorithm.