Matrix Methods for Linear Systems of Differential Equations
Linked Agent
Al-Hammadi, Abdulaziz , Thesis advisor
Language
English
Extent
[1],5,76,[1] pages
Subject
Place of institution
Sakhir,Bahrain
Thesis Type
thesis(Masters)
Institution
UNIVERSITY OF BAHRAIN, College of Science, Department of Mathematics
Description
ABSTRACT:
Matrix Methods for Linear Systems Of Differential Equations
In the present thesis we study the transforming the differential equations to first-order systems and analyze the basic theory of turning the differential equations into a first order system and show that this approach may lead to different solvability results and fluency requirements. We present some topics and general extensions with some examples to derive the form of solutions for our systems.
Matrix Methods for Linear Systems Of Differential Equations
In the present thesis we study the transforming the differential equations to first-order systems and analyze the basic theory of turning the differential equations into a first order system and show that this approach may lead to different solvability results and fluency requirements. We present some topics and general extensions with some examples to derive the form of solutions for our systems.
Member of
Identifier
https://digitalrepository.uob.edu.bh/id/6dfb349a-3e34-49b0-ac4d-1967d8764871
5
0
Author's Work
