📂 Project Structure surya-matrix-multiplication/ ├── src/ │ ├── standard\_multiply.py # Standard 2x2 multiplication │ ├── strassen\_multiply.py # Strassen's 2x2 algorithm │ ├── surya\_multiply.py # ...

We study several variants of decomposing a symmetric matrix into a sum of a low-rank positive semidefinite matrix and a diagonal matrix. Such decompositions have applications in factor analysis and ...

2.1 calculate2 () Function (for 2x2 matrices): Reads input values from HTML input elements representing a 2x2 matrix. Calculates the determinant of the matrix (twdet variable). Computes eigenvalues ...

In this paper, we explore the inverse spectral problem for a kind of pseudo-symmetric matrix A (ε,c,s) that corresponds to a graph of a banana tree when all ε=1. The problem of reconstructing ...

The Power of The 2x2 Matrix By Alex Lowy and Phil Hood Jossey-Bass, 320 pages, $64.95 One of the essential dilemmas in our lives is choosing between what is urgent and what is important.

Journal of Computational Mathematics, Vol. 25, No. 5 (September 2007), pp. 543-552 (10 pages) Let SE denote the least-squares symmetric solution set of the matrix equation AX B = C, where A, B and C ...

In a previous paper, we completely described cyclotomic matrices—integer symmetric matrices of spectral radius at most 2. In this paper, we find all minimal noncyclotomic matrices. As a consequence, ...

James R. Bunch, A Note on the Stable Decomposition of Skew-Symmetric Matrices, Mathematics of Computation, Vol. 38, No. 158 (Apr., 1982), pp. 475-479 ...

The well-known centrosymmetric matrices correctly reflect mirror-symmetry with no component or only one component on the mirror plane. Mirror-symmetric matrices defined in this paper can represent ...

1. Introduction Throughout this article, denotes a set of real symmetric matrices whose entries are in the interval. Eigenvalues of any real symmetric matrix A, will be represented by (1.1) The ...