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Solution of Initial Value Problem for Linear ODE System by Means of Matrix Exponential
Author

Alexander L. Urintsev
Organization: Joint Institute for Nuclear Research
Department: Laboratory of Particle Physics
Old MathSource #

0203-702
Revision date

1998-03-11
Description

Calculates the fundamental matrix Y for the initial value problem Y'(x) = A(x) Y(x), Y(x0) = J, where x0
Subject

*Mathematics > Calculus and Analysis > Differential Equations
Keywords

Calculus, PureMath, Initial value problem, linear ordinary differential equation, linear ODEs, fundamental matrix, homogeneous ordinary differential equation, homogeneous solution
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LinODE.m (13.5 KB) - Mathematica package
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LinODE.tst (4.4 KB) - Test file for LinODE.m