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Titlebook: Anomalous Diffusion; From Basics to Appli Andrzej Pękalski,Katarzyna Sznajd-Weron Conference proceedings 1999 Springer-Verlag Berlin Heidel

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Fronts and pattern formation in reaction-diffusion systems,many different theoretical tools. As often in nonequilibrium statistical mechanics, even the solutions of the simplest models are challenging. Many reaction-diffusion problems are still waiting to be solved.
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https://doi.org/10.1007/978-1-4419-5757-3Several aspects of anomalous diffusion and their relationship to Lévy flights and walks are reviewed. We summarize the basic ideas of the Lévy-walk approach and discuss the ballistic-localized motion dichotomy, stationarity, escape times in conservative systems, and symbolic dynamics.
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Lecture Notes in Physicshttp://image.papertrans.cn/a/image/158028.jpg
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Efficient Organizational Designmany different theoretical tools. As often in nonequilibrium statistical mechanics, even the solutions of the simplest models are challenging. Many reaction-diffusion problems are still waiting to be solved.
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Maurício C. de Oliveira,Anders S. WroldsenW) model in order to be able to treat the spatio-temporal relations in terms of the self-similar structure of the Lévy process. Hence, a novel spatio-temporal coupling is introduced by assuming that in . order of the structure the probability density for the flight and for waiting are joined. This (
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Javad Lavaei,Somayeh Sojoudi,Amir G. Aghdamn is drawn to the directional dependence of the particle current, for various strengths of the applied bias field. The problem is mainly discussed in connection with the mean first-passage time of particles across the segment. Directional effects are absent in the regime of linear response; they app
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