NASA NTRS · 19720042890
Eigenvalues of singular differential operators by finite difference methods. I.
Abstract
Approximation of the eigenvalues of certain self-adjoint operators defined by a formal differential operator in a Hilbert space. In general, two problems are studied. The first is the problem of defining a suitable Hilbert space operator that has eigenvalues. The second problem concerns the finite difference operators to be used.
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Baxley, J. V.. 1972-04-01. Eigenvalues of singular differential operators by finite difference methods. I.. https://ntrs.nasa.gov/citations/19720042890
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