In this paper, we propose new algorithms for multiple modular exponentiation operations. The major aim of these algorithms is to speed up the performance of ...
Algorithms for multi-exponentiation based on complex arithmetic. V.S.Dimitrov, G.A.Jullien and W.C.Miller. VLSI Research Group, University of Windsor, Ontario ...
Relevant features of the precomputation stage are the number of group op- erations required for computing the auxiliary table, and the number of table entries.
Missing: Complex | Show results with:Complex
In this paper, we propose new algorithms for multiple modular exponentiation operations. The major aim of these algorithms is to speed up the performance of ...
In this paper, a fast modular multi-exponentiation is proposed utilizing the binary-like complex arithmetic method, complement representation method and ...
Like window-based algorithms for single exponentiations, the algorithms that we analyze work in two stages: First, in the precomputation stage, an auxiliary.
We look at the conventional simultaneous exponentiation approach and present an alternative strategy, interleaving exponentiation.
Missing: Complex | Show results with:Complex
This paper compares different approaches for computing power products Π1≤i≤k giei in commutative groups. We look at the conventional simultaneous ...
Missing: Complex | Show results with:Complex
Vassil S. Dimitrov, Graham A. Jullien, William C. Miller: Algorithms for Multi-Exponentiation Based on Complex Arithmetic.
Algorithms for Multi-Exponentiation Based on Complex Arithmetic pp. 208. Fraction-Free RNS Algorithms for Solving Linear Systems pp. 218. Fast Software ...