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Second-order PDEs (or PDE systems) encountered in physics usually are either elliptic, parabolic, or hyperbolic. Elliptic equations describe a special state of a physical system, which is characterized by the minimum of certain quantity (often energy). Parabolic problems in most cases describe the evolutionary process that leads to a steady state described by an elliptic equation. Hyperbolic equations describe the transport of some physical quantities or information, such as waves. Other types of second-order PDEs are said to be undetermined. In this introductory text we restrict ourselves to linear problems, since nonlinearities induce additional aspects whose understanding requires the knowledge of nonlinear functional analysis. asp.net ean 13 Packages matching Tags:"EAN13" - NuGet Gallery
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