School of Sciences, Institute of Mathematics and Physics, Central South University of Forestry and Technology, Changsha, China. The matrix equations (AX = B, XC = D ...
A solution of this system is a list of values for the \(x_i\)s such that when we substitute them into (2.2), the equation holds. A system of linear equations is consistent if it has a solution, ...
In "Finite Iterative Solutions to Periodic Sylvester Equations" by Lv and Zhang consider the periodic Sylvester matrix equations (PSMEs), which take two forms: $$A_jX ...
Analytica is a web app to solve systems of linear equations using different algebraic and numerical methods. Not only showing the final solution, but all the steps involved to get that solution.
In this paper, the generalized anti-reflexive solution for matrix equations (BX = C, XD = E), which arise in left and right inverse eigenpairs problem, is considered. With the special properties of ...
Abstract: A new analytical method for finding the general solution of the nth-order linear differential equation with variable coefficients is given based on generalizing the idea of differential ...
Abstract: We present the Harrow/Hassidim/Lloyd (HHL) algorithm-a fundamental technique in quantum computing for matrix equations-and describe its application to matrix equations in electromagnetics. A ...
We draw attention to some important nonlinear equations commonly arising in applied probability, review some known techniques to compute their minimal nonnegative solutions, propose improved iterative ...
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