Exact(5)
Inverse nodal problems consist in recovering operators from given nodes (zeros) of their eigenfunctions.
Inverse spectral problems consist of recovering operators from given spectral characteristics.
Inverse problems of spectral analysis form recovering operators by their spectral data.
Inverse problems of spectral analysis consist in recovering operators from their spectral characteristics.
Inverse spectral problems consist in recovering operators from their spectral characteristics.
Similar(55)
Inverse problems of spectral analysis recover operators by their spectral data.
Inverse spectral problems consist in recovering differential operators from their spectral characteristics.
In 1988, McLaughlin [14] posed a new technique to recover the operators.
Our algorithm is unsupervised, resource-lean, and effective, accurately recovering many DE operators that are missing from the hand-constructed lists that textual-inference systems currently use.
We will consider recovering the differential operator on each fixed edge.
The inverse spectral problem is studied, which consists in recovering of this operator by the Weyl matrix.
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