%0 Journal Article
%A Khalimov, G. Z.
%A Kotukh, E. V.
%A Serhiychuk, Yu. O.
%A Marukhnenko, O. S.
%D 2019
%I Begell House
%K cryptosystem MST3, Suzuki group, logarithmic signature
%N 5
%P 419-427
%R 10.1615/TelecomRadEng.v78.i5.40
%T ANALYSIS OF THE IMPLEMENTATION COMPLEXITY OF CRYPTOSYSTEM BASED ON THE SUZUKI GROUP
%U http://dl.begellhouse.com/journals/0632a9d54950b268,42c7cdd7728557a2,7e657fe32671d4cd.html
%V 78
%X Implementations for cryptosystems of finite groups based on the logarithmic signature and covering are considered. A logarithmic signature is exemplified by a permutation group with the asymmetry of encryption and decryption algorithms. Decryption of the improved cryptosystem MST3 in Suzuki 2-group with the order of the group q^{2} is given. The Suzuki 2-group use has a significant advantage in implementation, due to the large center and simple group operation. Cost estimates for encryption, decryption and comparison with the RSA algorithm are obtained.
%8 2019-03-22