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Descripción
Sobolev gradient methods resolve numerical difficulties in approximating solutions to differential equations and minima of error and energy functionals by construction of inner product spaces that one suitable for the problem at hand. The great efficiency achieved by setting the problem in right Sobolev space, makes steepest descent methods applicable to wide variety of problems. In this monograph, applications of Sobolev gradient methods in finite-difference and finite-element settings are considered for minimization of energy functionals, soliton solutions of the nonlinear Schrodinger equation, and pulse propagation through a fiber optic cable. For each problem, the practical application of the principle of selecting an appropriate Sobolev space setting is demonstrated. The advantages of the Sobolev gradient approach in efficiency and simplicity of implementation are shown. Engineers and computational physicists will find a clear description of the numerical method allowing immediate applications to problems of their interest.
Contribuyente
AutorNauman Raza
AutorSultan Sial
Información
DUINC44HP29GKL2
GTIN9783838385013
IdiomaInglés
Número de páginas116
Product typeLibro de bolsillo
Peso del producto
170 g
Sobolev gradient methods
Application to Pulse Propagation in Fiber Optics
Nauman Raza
47,61 €
Vendedor:Dodax EU
Fecha de entrega:entre lunes, 16. diciembre y miércoles, 18. diciembre
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