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An integral formulation based on the Kelvin's fundamental solution was presented by Ashrafi and Farid (2009).
To the authors' best knowledge, the degenerate kernel for the angle-based fundamental solution was not found in the literature.
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"The fundamental solution is that there should no longer be a need to emigrate, that there are enough jobs in the homeland, a sufficient social fabric," he said.
Let the fundamental solution be expressed as, where (A3).
In this instance, the fundamental solution is expressed as (4.2).
Unlike the finite-element method, no fundamental solution is needed.
It is a first-order elliptic operator whose fundamental solution is given by.
The singular solutions at corners and the fundamental solution are essential in both theory and computation.
Finally, the fundamental solution is calculated by the inverse Fourier transformation to the obtained Fourier transform.
The last step in recovering the fundamental solution is inversion of the double Fourier transform.
has solution ( U, V ) and its fundamental solution is ( U 1, V 1 ) = ( 2 v ( 2 m − 1 ), 1 ).
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