Performs matrix multiplication of the matrices A and B in a more optimized way. Args: A: The first matrix. B: The second matrix.

Abstract: In learning linear algebra, matrix multiplication is most likely one of the most fundamental and significant operations with a broad application spectrum. We will mostly concentrate on ...

Abstract: Linear algebra-based approaches to exact triangle counting often require sparse matrix multiplication as a primitive operation. Non-linear algebra approaches to the same problem often assume ...

ABSTRACT: In this article, we determine the Eigen values and Eigen vectors of a square matrix by a new approach. This considers all the roots with their multiplicities are known, using only the simple ...