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Partial Differential Equations Methods and Applications Softcover McOwen 2ndEd

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Condition: Good: A book that has been read but is in good condition. Very minimal damage to the cover including ... Good: A book that has been read but is in good condition. Very minimal damage to the cover including scuff marks, but no holes or tears. The dust jacket for hard covers may not be included. Binding has minimal wear. The majority of pages are undamaged with minimal creasing or tearing, minimal pencil underlining of text, no highlighting of text, no writing in margins. No missing pages. See all condition definitionsopens in a new window or tab

Book Title: Partial Differential Equations : Methods and Applications

ISBN: 9780130093356

Subject Area: Mathematics

Publication Name: Partial Differential Equations : Methods and Applications

Publisher: Pearson Education

Item Length: 8.9 in

Subject: General, Differential Equations / Partial

Publication Year: 2002

Type: Textbook

Format: Trade Paperback

Language: English

Item Height: 1.1 in

Author: Robert Mcowen

Item Weight: 21.6 Oz

Item Width: 5.9 in

Number of Pages: 464 Pages

About this product

Product Identifiers

Publisher

Pearson Education

ISBN-10

0130093351

ISBN-13

9780130093356

eBay Product ID (ePID)

2332984

Product Key Features

Number of Pages

464 Pages

Publication Name

Partial Differential Equations : Methods and Applications

Language

English

Publication Year

2002

Subject

General, Differential Equations / Partial

Type

Textbook

Author

Robert Mcowen

Subject Area

Mathematics

Format

Trade Paperback

Dimensions

Item Height

1.1 in

Item Weight

21.6 Oz

Item Length

8.9 in

Item Width

5.9 in

Additional Product Features

Edition Number

Intended Audience

College Audience

LCCN

2002-032251

Dewey Edition

Illustrated

Yes

Dewey Decimal

515/.353

Table Of Content

Introduction. 1. First-Order Equations. 2. Principles for Higher-Order Equations. 3. The Wave Equation. 4. The Laplace Equation. 5. The Heat Equation. 6. Linear Functional Analysis. 7. Differential Calculus Methods. 8. Linear Elliptic Theory. 9. Two Additional Methods. 10. Systems of Conservation Laws. 11. Linear and Nonlinear Diffusion. 12. Linear and Nonlinear Waves. 13. Nonlinear Elliptic Equations. Appendix on Physics. Hints and Solutions for Selected Exercises. References. Index. Index of Symbols.

Synopsis

Designed to prepare readers to better understand the current literature in research journals, this book explains the basics of classical PDEs and a wide variety of more modern methods especially the use of functional analysis which has characterized much of the recent development of PDEs. It gives equal treatment to elliptic, hyperbolic, and parabolic theory, and features an abundance of applications to equations that are important in physics and engineering both on the basic and more advanced level. Provides worked, figures and illustrations, and extensive references to other literature. First-Order Equations. Principles for Higher-Order Equations. The Wave Equation. The Laplace Equation. The Heat Equation. Linear Functional Analysis. Differential Calculus Methods. Linear Elliptic Theory. Two Additional Methods. Systems of Conservation Laws. Linear and Nonlinear Diffusion. Linear and Nonlinear Waves. Nonlinear Elliptic Equations. Appendix on Physics. For anyone using PDEs in physics and engineering applications. ", Designed to prepare readers to better understand the current literature in research journals, this book explains the basics of classical PDEs and a wide variety of more modern methods--especially the use of functional analysis--which has characterized much of the recent development of PDEs. It gives equal treatment to elliptic, hyperbolic, and parabolic theory, and features an abundance of applications to equations that are important in physics and engineering--both on the basic and more advanced level. Provides worked, figures and illustrations, and extensive references to other literature. KEY TOPICS: First-Order Equations. Principles for Higher-Order Equations. The Wave Equation. The Laplace Equation. The Heat Equation. Linear Functional Analysis. Differential Calculus Methods. Linear Elliptic Theory. Two Additional Methods. Systems of Conservation Laws. Linear and Nonlinear Diffusion. Linear and Nonlinear Waves. Nonlinear Elliptic Equations. Appendix on Physics. MARKET: For anyone using PDEs in physics and engineering applications., For a one-year, graduate-level course in Partial Differential Equations. Designed to bridge the gap between introductory texts in partial differential equations and the current literature in research journals, this text introduces students to the basics of classical PDEs and to a wide variety of more modern methods especially the use of functional analysis which has characterized much of the recent development of PDEs. Throughout, the results are almost completely self-contained., For a one-year, graduate-level course in Partial Differential Equations. Designed to bridge the gap between introductory texts in partial differential equations and the current literature in research journals, this text introduces students to the basics of classical PDEs and to a wide variety of more modern methods--especially the use of functional analysis--which has characterized much of the recent development of PDEs. Throughout, the results are almost completely self-contained.

LC Classification Number

QA377.M323 2002