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- W950603246 abstract "We study an extension of L'evy flight to include self-repulsion in the path of the walk. We call the extension node-avoiding L'evy flight and we show its equivalence to the $nensuremath{rightarrow}0$ limit of a statistical mechanical model for a magnetic system with long-range interactions between the spins. By use of this equivalence we are able to make a detailed comparison between the results of the $ensuremath{epsilon}$ expansion for the magnetic model, a Monte Carlo simulation of the L'evy flight model, and the results of a Flory-type argument. This is the first comparison of the $ensuremath{epsilon}$ expansion for $ensuremath{epsilon}ensuremath{ll}1$ with a numerical simulation for any model. Some speculations are made on applications of the model of node-avoiding L'evy flight." @default.
- W950603246 created "2016-06-24" @default.
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- W950603246 date "1985-08-05" @default.
- W950603246 modified "2023-10-14" @default.
- W950603246 title "Node-Avoiding Lévy Flight: A Numerical Test of theεExpansion" @default.
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- W950603246 doi "https://doi.org/10.1103/physrevlett.55.551" @default.
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