APPLICATION OF TIME-STEP METHOD VARIANTS FOR NUMERICAL INVERSION OF THE LAPLACE TRANSFORM |
| 1 | |
| 2014 |
| scientific article | 539.3+519.6 | ||
| 249-255 | Laplace transform inversion, time-step method, variable step, Runge-Kutta scheme |
| The problem of constructing time-step methods for numerical inversion of the Laplace transform, based on the
original function integration theorem, is considered. The stepping scheme is determined by the choice of the quadrature
formula and the numerical solution scheme for the Cauchy problem, which arises for the integral appearing in
the framework of the observed approach |
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