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Titlebook: Random Fluctuations and Pattern Growth: Experiments and Models; H. Eugene Stanley,Nicole Ostrowsky Book 1988 Kluwer Academic Publishers 19

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Construction of a Radial Hele-Shaw Cellarly troublesome but the application of a few tricks makes the experiments easier to carry out. A schematic picture of a possible arrangement is shown in Fig. 1. The related information is given below.
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Growth and Viscous Fingers on Percolating Porous Mediattice models, at the percolation threshold, and exact calculations of deterministic flow on non-random fractal models. Crossover away from the threshold is also analyzed, using both computer simulations and scaling theory.
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Interfacial Instabilities of Condensed Phase Domains in Lipid Monolayerse questions raised will be stimulating beyond the scope of this specific work. Thus I will introduce into our systems and into conceptually simple analytical techniques and then describe experimental results. It turns out that, depending system parameters, the observations can be explained by differ
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Information Exponents for Transport in Regular Lattices and Fractalsctals it takes unusually long times to reach such behavior. We discuss the implications of this behavior, and show the need for knowing this function in terms of experimental results that one needs to explain.
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Anomalous Diffusion and Fractons in Disordered StructuresAlthough today there is a much better understanding of the dynamical properties of disordered structures, there still remain many open questions, and the static properties as well as the dynamical properties are not fully understood. In this lecture I will focus on several basic dynamical properties
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