T
+34 946 567 842
F
+34 946 567 843
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mdahlenburg@bcamath.org
Information of interest
 Orcid: 0000000216292971
PhD Student at BCAM.

Sturm–Liouville systems for the survival probability in firstpassage time problems
(20231115)We derive a Sturm–Liouville system of equations for the exact calculation of the survival probability in firstpassage time problems. This system is the one associated with the Wiener–Hopf integral equation obtained from ...

WienerHopf Integral Equations in Mean Firstpassage Time Problems for Continuoustime Random Walks
(2023)We study the mean firstpassage time (MFPT) for asymmetric continuous time random walks in continuous space characterised by finite mean waiting times and jump amplitudes with both finite average and finite variance. We ...

Exact calculation of the mean firstpassage time of continuoustime random walks by nonhomogeneous WienerHopf integral equations
(20221223)We study the mean firstpassage time (MFPT) for asymmetric continuoustime random walks in continuousspace characterised by waitingtimes with finite mean and by jumpsizes with both finite mean and finite variance. In ...

Stochastic resetting by a random amplitude
(20210518)Stochastic resetting, a diffusive process whose amplitude is reset to the origin at random times, is a vividly studied strategy to optimize encounter dynamics, e.g., in chemical reactions. Here we generalize the resetting ...