Titlebook: Methods for Partial Differential Equations; Qualitative Properti Marcelo R. Ebert,Michael Reissig Textbook 2018 Springer International Publ

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Marcelo R. Ebert,Michael Reissigeable fashion. Whatever the user needs and wherever he demands it—Cloud can deliver the regarding software services, platform or infrastructural resources. Services are furnished by software whereas resources are a complex of virtualized computing facilities, storages, and networking hardware provid

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Marcelo R. Ebert,Michael Reissigand Information Technology (IC2IT) held July 6–7, 2017 in Ba.This book includes selected contributions related to big data and data networking, presented at the 13th International Conference on Computing and Information Technology (IC2IT), which was held at the Arnoma Grand Hotel Bangkok, Thailand,

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Basics for Partial Differential Equations of partial differential equations, as wells classification of domains in which a process takes place, of notions of solutions and additional conditions as initial or boundary conditions to the solutions.

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Laplace Equation—Properties of Solutions—Starting Point of Elliptic Theorytions is the Laplace equation. By means of this equation we explain usual properties of solutions. Here we have in mind maximum-minimum principle or regularity properties of classical solutions. On the other hand we explain properties as hypoellipticity or local solvability, too. Both properties are

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Heat Equation—Properties of Solutions—Starting Point of Parabolic Theoryuation is the heat equation. By means of this equation we explain qualitative properties of solutions as maximum-minimum principle, non-reversibility in time, infinite speed of propagation and smoothing effect. Moreover, we explain connections to thermal potential theory. Thermal potentials prepare