RT Journal Article ID 22747e5044309221 A1 Ilchenko, Mikhail E. A1 Narytnyk, T. M. A1 Didkovski, R. M. T1 CLIFFORD ALGEBRA IN MULTIPLE-ACCESS NOISE-SIGNAL COMMUNICATION SYSTEMS JF Telecommunications and Radio Engineering JO TRE YR 2013 FD 2013-08-26 VO 72 IS 18 SP 1651 OP 1663 K1 the Clifford algebra K1 tensor product of matrices K1 random vector K1 correlation factor K1 noise-signal phase-shift keying communication system K1 code division of channels AB The present paper discloses that the system of matrices for orthogonal skew-symmetric anticommuting operators is apt to generate a Clifford algebra representation in terms of matrices. The statistical properties of this particular system of operators as applied to a random vector have been examined. The operator system obtained is feasible for producing a set of orthogonal signals in the multiple-access noise-signal communication system. PB Begell House LK https://www.dl.begellhouse.com/journals/0632a9d54950b268,3ce21861020d9480,22747e5044309221.html