Titlebook: Current Research in Nonlinear Analysis; In Honor of Haim Bre Themistocles M. Rassias Book 2018 Springer International Publishing AG, part o

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35th Hemophilia Symposium Hamburg 2004i. We modify their approach by using, instead of cubes, covering families made by translations of a given open bounded set with Lipschitz boundary. We show that the new functionals converge to an anisotropic surface measure, which is indeed a multiple of the perimeter if we allow for isotropic cover

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Wilhelm Hans Engelskirchen,Walter Eversheims. We study mechanistic models of soil water movement and solute transport with root uptake that explicitly take into account the geometry of the root system. We are interested in the mathematical and numerical treatment of the equations arising from these models.

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Öffentlicher Personennahverkehr, numerous attempts of generalizing the concept have been published during years. Different types of generalized convexities have proved to be the main tool when constructing optimality conditions, in particular sufficient conditions for optimality. The aim of this paper is to analyze the properties

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Öffentlicher Personennahverkehrto obtain solutions past wave breaking, it is common to reformulate the original equation given in Eulerian coordinates, into a system of ordinary differential equations in Lagrangian coordinates. It is of considerable interest to study the stability of solutions and how this is manifested in Euleri

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https://doi.org/10.1007/978-0-387-73512-2w through a porous medium driven by a nonlocal pressure. We consider constant parameters . > 1 and 0 < . < 1, we assume that the solutions are non-negative, and the problem is posed in the whole space. We present a theory of existence of solutions, results on uniqueness, and relation to other models