Add to ORKGWe study the problem of determining the Boolean product of two n × n Boolean matrices in an unconventional computational model allowing for mechanical operations. We show that O(n2 ) operations are sufficient to compute the product in this model
The reported study has established the possibility of improving the productivity of an algorithm for...
A classical problem in logic synthesis is to find a sum-of-product (SOP) Boolean expression with the...
We present new methods of decom-position of an n ×m binary matrix I into a product A ∗ B of an n × k...
A probabilistic algorithm is presented to calculate the Boolean product of two n × n Boolean matrice...
Given two boolean matrices A and B, we define the boolean product A AND B as that matrix whose (i, j...
A Boolean matrix algebra is described which enables many logical functions to be manipulated simulta...
We consider the problem of computing the product of two n×n Boolean matrices A and B. For an n×n Boo...
AbstractAny computation of Boolean matrix product by an acyclic network using only the operations of...
AbstractWe present a novel method of decomposition of an n×m binary matrix I into a Boolean product ...
We consider the problem of computing the product of two n x n Boolean matrices A and B. For two 0 - ...
Discussion of the computation of matrix chain products of the form M//1 multiplied by M//2 multiplie...
We use randomness to exploit the potential sparsity of the Boolean matrix product in order to speed ...
In this paper we propose models of combinatorial algorithms for the Boolean Matrix Multiplication (B...
AbstractUsing the semi-tensor product method, this paper investigates the existence and number of fi...
For a Boolean matrix D, let r(D) be the minimum number of rectangles sufficient to cover exactly the...
The reported study has established the possibility of improving the productivity of an algorithm for...
A classical problem in logic synthesis is to find a sum-of-product (SOP) Boolean expression with the...
We present new methods of decom-position of an n ×m binary matrix I into a product A ∗ B of an n × k...
A probabilistic algorithm is presented to calculate the Boolean product of two n × n Boolean matrice...
Given two boolean matrices A and B, we define the boolean product A AND B as that matrix whose (i, j...
A Boolean matrix algebra is described which enables many logical functions to be manipulated simulta...
We consider the problem of computing the product of two n×n Boolean matrices A and B. For an n×n Boo...
AbstractAny computation of Boolean matrix product by an acyclic network using only the operations of...
AbstractWe present a novel method of decomposition of an n×m binary matrix I into a Boolean product ...
We consider the problem of computing the product of two n x n Boolean matrices A and B. For two 0 - ...
Discussion of the computation of matrix chain products of the form M//1 multiplied by M//2 multiplie...
We use randomness to exploit the potential sparsity of the Boolean matrix product in order to speed ...
In this paper we propose models of combinatorial algorithms for the Boolean Matrix Multiplication (B...
AbstractUsing the semi-tensor product method, this paper investigates the existence and number of fi...
For a Boolean matrix D, let r(D) be the minimum number of rectangles sufficient to cover exactly the...
The reported study has established the possibility of improving the productivity of an algorithm for...
A classical problem in logic synthesis is to find a sum-of-product (SOP) Boolean expression with the...
We present new methods of decom-position of an n ×m binary matrix I into a product A ∗ B of an n × k...