advanced-linear-algebra
Compact operators: an introductory look
taught
A compact operator on an infinite-dimensional space behaves, spectrally, almost exactly like a finite-dimensional matrix -- discrete eigenvalues accumulating only at zero -- which is precisely why it is the right generalization to study first.
Taught in
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Compact operators: an introductory look
Advanced Linear Algebra
Requires
- operators-on-function-spaces required
- the-induced-2-norm-and-the-spectral-radius required
Required by
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