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Methods of Scalar Products Speed Enhancement in Residue Logarithmic Number System Basis

Authors
 Balaka E.S.
 Amerbaev V.M.
 Konstantinov A.V.
 Telpukhov D.V.
Date of publication
 2010

Abstract
 Bases of residue logarithmic number system(RLNS) above GF(p) field, are given in this paper. Methods of vector innerproduct calculation in RLNS basis are presented. FPGA synthesis have shown considerable growth of efficiency. Because of considerable simplification of multiplication, RLNS can be efficiently used for increase of arithmetic operation productivity in modular computation system.
Keywords
 residue number system, discrete logarithm, residue logarithmic number system, Jacobi logarithm.
Library reference
 Balaka E.S., Amerbaev V.M., Konstantinov A.V., Telpukhov D.V. Methods of Scalar Products Speed Enhancement in Residue Logarithmic Number System Basis // Problems of Perspective Micro- and Nanoelectronic Systems Development - 2010. Proceedings / edited by A. Stempkovsky, Moscow, IPPM RAS, 2010. P. 378-381.
URL of paper
 http://www.mes-conference.ru/data/year2010/papers/m10-270-53062.pdf

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