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This course shows how to transform a high-order linear ordinary differential equation into an equivalent coupled first-order matrix system. It explains how the system’s eigenvalues correspond to the roots of the characteristic polynomial, including a 3×3 example.
Syllabus
Overview
Introduce New Variables
Writing as Matrix System of Equations
Summary and Takeaways
Eigenvalues of Matrix System are Roots of the Characteristic Polynomial
Example 3x3 Matrix System of ODEs
Taught by
Steve Brunton