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- W2004505536 abstract "The survival probability of a particle that performs a quasi-one-dimensional random walk on a lattice with randomly distributed traps is considered. The derivations are based on the approximation of weak transitions between one-dimensional chains where detailed results on the survival probability are available, neglecting returns to the same chain. It is shown that calculated curves of the survival probability coincide rather well with data of Monte Carlo simulation at times tensuremath{sim}1/${mathrm{ensuremath{delta}}}_{2}$, where ${mathrm{ensuremath{delta}}}_{2}$ is the degree of quasi-one-dimensionality." @default.
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- W2004505536 title "Time decay of excitations at quasi-one-dimensional trapping" @default.
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- W2004505536 doi "https://doi.org/10.1103/physreve.50.5115" @default.
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