IJIRCST

1	Title of the Article	Random Euler Method for Solving a System of Random Matrix Differential Initial Value Problem in Mean Square Sense
2	Author's name	M. A. Sohaly: Department of Mathematics, Faculty of Science, Mansoura University, Egypt
3	Author's name	Ahlam H.Tolba
4	Subject	Science & Engineering
5	Keyword(s)	Random Differential Equations(RDEâ€™s), Mean Square Sense(m.s.), Matrix initial Value Problems, Random Euler Method(REM).
6	Abstract	In this paper, the random Euler method (REM) is used in solving system of random matrix differential initial value problems of first order. The existence and uniqueness theorem was proved. The REM is presented and the conditions for the mean square (m.s.) convergence are established. Numerical examples show that REM gives good results where some statistical properties of the numerical solutions are computed through numerical case studies.
7	Publisher	Innovative Research Publication
8	Journal Name; vol., no.	International Journal of Innovative Research in Computer Science & Technology (IJIRCST); Volume-4 Issue-2
9	Publication Date	March 2016
10	Type	Peer-reviewed Article
11	Format	PDF
12	Uniform Resource Identifier	https://ijircst.org/view_abstract.php?title=Random-Euler-Method-for-Solving-a-System-of-Random-Matrix-Differential-Initial-Value-Problem-in-Mean-Square-Sense&year=2016&vol=4&primary=QVJULTI1NQ==
13	Digital Object Identifier(DOI)
14	Language	English
15	Page No	46-52