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- W2336451243 abstract "In this paper a numerical inversion method for Laplace transforms, based on a Fourier series expansion developed by Durbin (5), is presented. The disadvantage of the inversion methods of that type, the encountered dependence of discretization and truncation error on the free parameters, is removed by the simultaneous application of a procedure for the reduction of the discretization error, a method for accelerating the convergence of the Fourier series and a procedure that computes approximately the 'best' choice of the free parameters. Suitable for a given problem, the inversion method allows the adequate application of these procedures. Therefore, in a big range of applications a high accuracy can be achieved with only a few function evaluations of the Laplace transform. The inversion method is implemented as a FORTRAN subroutine." @default.
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- W2336451243 date "1984-01-01" @default.
- W2336451243 modified "2023-09-24" @default.
- W2336451243 title "A method for the numerical inversion transforms of Laplace" @default.
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