Publisher
Springer International Publishing
Reference19 articles.
1. Bertero, M., Brianzi, P., Pike, E.R.: On the recovery and resolution of exponential relaxation rates from experimental data: Laplace transform inversion in weighted spaces. Inverse Probl. 1, 1–15 (1985)
2. Campagna, R., Conti, C., Cuomo, S.: Smoothing exponential-polynomial splines for multiexponential decay data. Dolomites Res. Notes Approx. 12, 86–100 (2019)
3. Campagna, R., D’Amore, L., Murli, A.: An efficient algorithm for regularization of Laplace transform inversion in real case. J. Comput. Appl. Math. 210(1), 84–98 (2007)
4. Cuomo, S., D’Amore, L., Murli, A., Rizzardi, M.: Computation of the inverse Laplace transform based on a collocation method which uses only real values. J. Comput. Appl. Math. 198(1), 98–115 (2007)
5. D’Amore, L., Campagna, R., Galletti, A., Marcellino, L., Murli, A.: A smoothing spline that approximates Laplace transform functions only known on measurements on the real axis. Inverse Probl. 28(2), 025007 (2012)
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