Spectral theory of ordinary differential equations

ID: spectral-theory-of-ordinary-differential-equations

Spectral theory of ordinary differential equations (ODEs) is a branch of mathematics that studies the properties of differential operators through their spectra, which are essentially the set of values (eigenvalues) for which the differential operator has corresponding eigenfunctions (or eigenvectors). This theory plays a significant role in understanding solutions to differential equations, particularly in relation to linear systems.

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