The paper proposes the use of matrix operations for cryptographic transformation to parallelize the process of realization of the primitive sliding encryption. Proved that the conversion function of the sliding encryption elements are recurrent sequences and can be applied for the synthesis of matrix operations of cryptographic transformations. It is shown that the use of matrix operations for multiple sliding simplified encryption reduces the number of elementary operations that implement cryptographic transformation of data.
parallel implementation, logical sliding encryption, the primitive, matrix operation of cryptographic transformation
"Parallelnaia realyzatsyia skolziashcheho shyfrovanyia" [Parallel implementation of a sliding encoding],
Information Processing Systems,