Titlebook: A Perspective Look at Nonlinear Media; From Physics to Biol Jürgen Parisi,Stefan C. Müller,Walter Zimmermann Conference proceedings 1998 Sp

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Robert W. Johnstone,M. Parameswaranral changes, are discussed. Firstly, fluids composed of spherical particles are considered. This comprises simple liquids and dense colloidal dispersions, where the states far away from equilibrium studied in NEMD are accessible in experiments. Secondly, as an axample for complex fluids, polymeric melts are investigated.

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Robert W. Johnstone,M. Parameswarantion from the probability distribution to quasi-meanvalues leads to in general nonlinear coupled differential equations for the macrovariables of the chosen social sector. Up to now several models about population dynamics, collective political opinion formation, dynamics of economic processes and the formation of settlements have been published.

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https://doi.org/10.1007/978-1-4612-4572-8vestigated and can be used as a tool for studying self-organisation in the brain. We will shortly introduce some of the experimental advances of the retinal model of the CNS and the retinal spreading depression in this article, together with some conclusion from experiments which have been done with it.

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Yoichi Imayoshi,Masahiko Taniguchise to a plane boundary impermeable to diffusion. The drift of this pseudo-bound state parallel to the boundary occurs on a time scale up to two orders of magnitude larger than the rotation period. The experimental data agree qualitatively with results of numerical simulations obtained within a modified kinematic approach.

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An Introduction to Structural Optimizationwhere only at very low densities electrons are forming a lattice. We show that . . . . is an example for the case studied here. Because of the special anti-. . . . structure the material has, the crystallization of 4. holes can be modelled well by a band Jahn-Teller effect of strongly correlated electrons.

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Solid Mechanics and Its Applicationson scheme of the nonlocal terms by local ones which is based on a systematic gradient expansion. A truncation of this expansion leads to model equations which are widely used in the theoretical treatment of pattern formation in complex systems. Its application to spiral turbulence is studied in detail.

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https://doi.org/10.1007/978-81-322-1889-0ithin the convective bulk is compared to dissipation in the viscous boundary layers. Depending on their relative weight, the surface waves resonate either subharmonically or harmonically with respect to the external drive.

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