Title of article
Bernoulli matrix approach for matrix differential models of first-order
Author/Authors
Golbabai, Ahmad School of Mathematics - Iran University of Science and Technology - Tehran , Ali Beik, Samaneh Panjeh School of Mathematics - Iran University of Science and Technology - Tehran
Pages
13
From page
77
To page
89
Abstract
Abstract. The current paper contributes a novel framework for solving a
class of linear matrix differential equations. To do so, the operational matrix
of the derivative based on the shifted Bernoulli polynomials together
with the collocation method are exploited to reduce the main problem to
system of linear matrix equations. An error estimation of presented method
is provided. Numerical experiments are reported to demonstrate the applicably
and efficiency of the propounded technique.
Keywords
error estimation , operational matrix of derivative , Bernoulli polynomials , Linear matrix differential equation
Journal title
Astroparticle Physics
Serial Year
2015
Record number
2419540
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