WAVEFRONTS AND RAYS (3RD ED)
Characteristics and asymptotics of partial differential equations play an important role in mathematical physics since they lead to insightful solutions of complex problems that might not be solvable otherwise. They constitute, however, a difficult subject, and the purpose of this book, with its additions and refinements that led to its third edition, is to present this subject in an accessible manner, without decreasing the rigor. As any method, characteristics and asymptotics have their limitations. This important issue is addressed in the last chapter, where we discuss caustics, which must be understood in applications of the method, and which constitute a fertile ground for further mathematical research.The book is both a research reference and a textbook. Its careful and explanatory style, which includes numerous exercises with detailed solutions, makes it an excellent textbook for senior undergraduate and graduate courses, as well as for independent studies. Six appendices are provided, which form a self-contained course on applied mathematics and can be used as a textbook on its own.
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WAVEFRONTS AND RAYS (3RD ED)
Characteristics and asymptotics of partial differential equations play an important role in mathematical physics since they lead to insightful solutions of complex problems that might not be solvable otherwise. They constitute, however, a difficult subject, and the purpose of this book, with its additions and refinements that led to its third edition, is to present this subject in an accessible manner, without decreasing the rigor. As any method, characteristics and asymptotics have their limitations. This important issue is addressed in the last chapter, where we discuss caustics, which must be understood in applications of the method, and which constitute a fertile ground for further mathematical research.The book is both a research reference and a textbook. Its careful and explanatory style, which includes numerous exercises with detailed solutions, makes it an excellent textbook for senior undergraduate and graduate courses, as well as for independent studies. Six appendices are provided, which form a self-contained course on applied mathematics and can be used as a textbook on its own.
76.99 In Stock
WAVEFRONTS AND RAYS (3RD ED)

WAVEFRONTS AND RAYS (3RD ED)

WAVEFRONTS AND RAYS (3RD ED)

WAVEFRONTS AND RAYS (3RD ED)

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Overview

Characteristics and asymptotics of partial differential equations play an important role in mathematical physics since they lead to insightful solutions of complex problems that might not be solvable otherwise. They constitute, however, a difficult subject, and the purpose of this book, with its additions and refinements that led to its third edition, is to present this subject in an accessible manner, without decreasing the rigor. As any method, characteristics and asymptotics have their limitations. This important issue is addressed in the last chapter, where we discuss caustics, which must be understood in applications of the method, and which constitute a fertile ground for further mathematical research.The book is both a research reference and a textbook. Its careful and explanatory style, which includes numerous exercises with detailed solutions, makes it an excellent textbook for senior undergraduate and graduate courses, as well as for independent studies. Six appendices are provided, which form a self-contained course on applied mathematics and can be used as a textbook on its own.

Product Details

ISBN-13: 9789811226489
Publisher: World Scientific Publishing Company, Incorporated
Publication date: 09/24/2020
Sold by: Barnes & Noble
Format: eBook
Pages: 356
File size: 21 MB
Note: This product may take a few minutes to download.

Table of Contents

Characteristic Equations of First-Order Linear Partial Differential Equations; Characteristic Equations of Second-Order Linear Partial Differential Equations; Characteristic Equations of First-Order Nonlinear Partial Differential Equations; Propagation of Discontinuities for Linear Partial Differential Equations; Caustics; Appendices: Integral Theorems; Elastodynamic Equations; Maxwell Equations in Vacuo; Fourier Series and Transforms; Distributions; Green's Functions
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