Given an autonomous linear dynamical system i = Ax, with A having unique and real eigenvalues. Show that if the initial

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Given an autonomous linear dynamical system i = Ax, with A having unique and real eigenvalues. Show that if the initial

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Given An Autonomous Linear Dynamical System I Ax With A Having Unique And Real Eigenvalues Show That If The Initial 1
Given An Autonomous Linear Dynamical System I Ax With A Having Unique And Real Eigenvalues Show That If The Initial 1 (29.1 KiB) Viewed 37 times
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Given an autonomous linear dynamical system i = Ax, with A having unique and real eigenvalues. Show that if the initial state is an eigenvector v, then the motion is con- strained to be on the line spanned by v.
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