Matrix Multiplication Using Distributed Arithmetic

It is known that the methods of distributed arithmetic can significantly improve the computational efficiency of calculating the inner products of two vectors. High efficiency is achieved in a situation when the components of one of the vectors are constants. This allows you to pre-calculate some intermediate results, write them into ROM and use them when calculating the inner product. This paper is devoted to the study of the possibility of applying the method of distributed arithmetic to calculating the product of matrices whose elements are not constants.