Differential Equations with Maple: An Interactive Approach / Edition 1

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Editorial Reviews

From the Publisher
"A very novel approach to the teaching/learning of all basic aspects of differential equations. … The book, therefore, provides an introduction to MAPLE as well as standard material on differential equations written in a friendly style." —Aslib Book Guide

"The course in differential equations starts with fairly well-explained examples from different fields of application. The theory is presented in a student-friendly, understandable form.… The problems presented at the end of each chapter contain material for using the theory or the tools presented in the frame of MAPLE. … The textbook is recommended for those who start solving differential equation problems by MAPLE and also for those who need an introduction in (mainly ordinary) differential equations." —Applications of Mathematics

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Product Details

  • ISBN-13: 9780817641818
  • Publisher: Birkhauser Verlag
  • Publication date: 12/1/2000
  • Edition description: 2000
  • Edition number: 1
  • Pages: 411
  • Product dimensions: 0.94 (w) x 9.21 (h) x 6.14 (d)

Table of Contents

Preface
I Maple Use and Programming 1
1 Introduction to Maple 3
II Differential Equations 27
2 Introduction to Differential Equations 29
3 First Order Equations 51
4 Introduction to Numerical Methods 81
5 Higher Order Differential Equations 111
6 Laplace Transform Methods 141
7 Systems of Equations 173
8 Stability 197
9 Periodic Problems 221
10 Impedances and Differential Equations 245
11 Partial Differential Equations 259
III Maple Application Topics 279
12 Introduction to Maple Applications 281
13 Plotting With Maple 283
14 Maple and Laplace Transforms 297
15 Maple Linear Algebra Applications 307
16 Runge-Kutta Designs 323
17 Maple Packages 355
App. A Review Problems 391
App. B Laplace Transform Table 401
References 403
Index 405
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