In this paper a new method for inverting the Laplace transform from the real
axis is formulated. This method is based on a quadrature formula. We assume
that the unknown function $f(t)$ is continuous with (known) compact support. An
adaptive iterative method and an adaptive stopping rule, which yield the
convergence of the approximate solution to $f(t)$, are proposed in this paper.
martes, 20 de octubre de 2009
Inversion of the Laplace transform from the real axis using an adaptive iterative method. (arXiv:0910.3385v1 [math.NA])
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