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" Numerical solutions of three classes of nonlinear parabolic integro-differential equations "
Temur Jangveladze, Zurab Kiguradze, Beny Neta.
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BL
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612549
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dltt
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| Main Entry
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Jangveladze, Temur.
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| Title & Author
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Numerical solutions of three classes of nonlinear parabolic integro-differential equations\ Temur Jangveladze, Zurab Kiguradze, Beny Neta.
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| Publication Statement
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Amsterdam :: Academic Press,, [2016]
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| ISBN
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9780128046289
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: 0128046287
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Includes bibliographical references and index.
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| Contents
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Title page; Table of Contents; Copyright; Preface; Acknowledgments; Abstract; Chapter 1: Introduction; Abstract; 1.1 Comments and bibliographical notes; Chapter 2: Mathematical Modeling; Abstract; 2.1 Electromagnetic diffusion process; 2.2 On the averaged Model II; 2.3 Mathematical Model III; 2.4 Some features of Models I and II; 2.5 Some features of Model III; 2.6 Comments and bibliographical notes; 2.2 On the averaged Model II; 2.3 Mathematical Model III; 2.5 Some features of Model III; Chapter 3: Approximate Solutions of the Integro-Differential Models; Abstract.
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3.1 Semi-discrete scheme for Model I3.2 Finite difference scheme for Model I; 3.3 Semi-discrete scheme for Model II; 3.4 Finite difference scheme for Model II; 3.5 Discrete analogues of Model III; 3.6 Galerkin's method for Model I; 3.7 Galerkin's method for Model II; 3.8 Galerkin's method for Model III; 3.9 Comments and bibliographical notes; 3.1 Semi-discrete scheme for Model I; 3.2 Finite difference scheme for Model I; 3.3 Semi-discrete scheme for Model II; 3.4 Finite difference scheme for Model II; 3.5 Deserete analogues of Model III; 3.6 Galerkin's method for Model I.
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3.7 Galerkin's method for Model II3.8 Galerkin's method for Model III; Chapter 4: Numerical Realization of the Discrete Analogous for Models I-III; Abstract; 4.1 Finite difference solution of Model I; 4.2 Finite difference solution of Model II; 4.3 Galerkin's solution of Model II; 4.4 Finite difference solution of Model III; 4.5 Comments and bibliographical notes; 4.1 Numerical solution of Model I; 4.2 Numerical solution of Model II; 4.3 Numerical solution of Model III; Bibliography; Index.
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| Subject
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Differential equations, Nonlinear.
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Nonlinear theories.
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Mathematical physics.
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Kiguradze, Zurab.
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Neta, Beny.
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ScienceDirect (Online service).
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