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However, for a particular choice of this results in the original boundary value problem being recovered.
This results in eigenfunctions of the difference boundary value problem being transformed to eigenfunctions of another, so-called, transformed boundary value problem given by permuting the factors and or the factors and, that is, by or, respectively, as in the continuous case.
Similar(58)
A nonlinear boundary value problem is studied as an example.
The eigenvalues of the boundary value problem are (2.10).
The boundary value problem is widely used in physics.
Therefore, the classic Riemann boundary value problem is extended further.
If the boundary value problem is not fully defined.
The dimensionless emerging linearized electro-magnetic boundary value problem is solved using integral methods.
Closed-form solutions for the linearized dimensionless boundary value problem are derived.
The resulting boundary value problem was solved analytically via the generalized integral transform technique (GITT).
In this paper, a boundary value problem is studied as an example.
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