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The RLNS Implementation for matrix algebra special problems solution

Authors
 Amerbaev V.M.
 Balaka E.S.
 Konstantinov A.V.
 Telpukhov D.V.
Date of publication
 2012

Abstract
 The central task of this paper is the analysis of matrix computations over the field GF (p). In this case the main emphasis is placed on modular arithmetic matrix analogue as the basis for the parallelization of the matrix algebra operations, and finite field GF (p) logarithmic arithmetic, as a basis for modular computing
Keywords
 residue number system, discrete logarithm, residue logarithmic number system, Jakoby logarithm
Library reference
 Amerbaev V.M., Balaka E.S., Konstantinov A.V., Telpukhov D.V. The RLNS Implementation for matrix algebra special problems solution // Problems of Perspective Micro- and Nanoelectronic Systems Development - 2012. Proceedings / edited by A. Stempkovsky, Moscow, IPPM RAS, 2012. P. 539-542.
URL of paper
 http://www.mes-conference.ru/data/year2012/pdf/D65.pdf

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