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RSMAMS SEAJMAMS South East Asian Journal of Mathematics and Mathematical Sciences
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Research Article

PROPERTIES OF THE WRONSKIAN FOR THE SOLUTION OF A MATRIX DIFFERENTIAL EQUATION

H
Himanshu Shekhar Department of Mathematics, Town Senior Secondary School, Hajipur - 844101, Bihar, INDIA
B
Brijendra Kumar Singh Department of Mathematics J.P. University, Chapra - 841301, Bihar, INDIA
Volume 16, Issue 1 Pages 143-148 April 30, 2020 264 downloads
Article overview

Abstract

In this research paper, an eigenvalue problem related to a matrix differential operator is considered. Problems, existence theorems are also discussed in this research paper. In this article the properties of Wronskian for the solution of a Matrix Differential Equation are proved which are useful in finding further results with the expansion of eigenvalue related to the problem.

Keywords and Phrases

Eigen valueMatrix Differential EquationMatrix Differential OperatorBoundary value problemWronskian properties.

AMS Subject Classification

35802.

Reference information

How to Cite

Himanshu Shekhar, Brijendra Kumar Singh (2020). PROPERTIES OF THE WRONSKIAN FOR THE SOLUTION OF A MATRIX DIFFERENTIAL EQUATION. South East Asian Journal of Mathematics and Mathematical Sciences, 16(1), 143-148.
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