Abstract: This research article determined the structure of the coefficients associated with the optimal computa tional algorithm for control index matrices of single–delay autonomous linear neutral differential equations]. The development of these coefficients exploited the general computational structure of these matrices for positive time periods, skillful assignments of the 0-1 controlling parameters, change of variables techniques, the theory of linear difference equations, and the deployment of deft reasoning to generate easily solvable recursive equations for the coefficients.
Keywords: Algorithmic coefficients, Control, Differential Equations, Index, Method, Recursive, Steps.
Title: On The Determination of Computational Algorithmic Coefficients and Recursive Difference Equations for Control Index Matrices of Single–Delay Linear Neutral Scalar Differential Equations
Author: Ukwu Chukwunenye
International Journal of Mathematics and Physical Sciences Research
ISSN 2348-5736 (Online)
Research Publish Journals
