IEEE

Solving matrix diophantine equations by inverting a square nonsingular system of equations

Abstract: A method for solving the Diophantine equation using a nonsingular matrix equation system is proposed in this note. A scheme of setting up a system with the same number of variables as ...
IEEE

Solving Two Coupled Fuzzy Sylvester Matrix Equations Using Iterative Least-squares Solutions

Abstract: In this paper, five iterative methods for solving two coupled fuzzy Sylvester matrix equations are considered. The two coupled fuzzy Sylvester matrix equations are expressed by using the ...
Europe PMC

Low-rank generalized alternating direction implicit iteration method for solving matrix equations

This paper presents an effective low-rank generalized alternating direction implicit iteration (R-GADI) method for solving large-scale sparse and stable Lyapunov matrix equations and continuous-time ...
Scientific Research Publishing

Legendre Approximation for Solving Linear HPDEs and Comparison with Taylor and Bernoulli Matrix Methods ()

The aim of this study is to give a Legendre polynomial approximation for the solution of the second order linear hyper-bolic partial differential equations (HPDEs) with two variables and constant ...
Scientific Research Publishing

Dehghan, M. and Hajarian, M. (2014) Finite Iterative Methods for Solving Systems of Linear Matrix Equations over Reflexive and Anti-Reflexive Matrices. Bulletin of the Iranian ...

ABSTRACT: For A∈CmΧn, if the sum of the elements in each row and the sum of the elements in each column are both equal to 0, then A is called an indeterminate admittance matrix. If A is an ...
techxplore

RRAM-based analog computing system rapidly solves matrix equations with high precision

Analog computers are systems that perform computations by manipulating physical quantities such as electrical current, that map math variables, instead of representing information using abstraction ...