List of Figures List of Tables Preface Part I: Introduction. Chapter 1: Ordinary Differential Equations Part II: Initial Value Problems. Chapter 2: On Problem Stability Chapter 3: Basic Methods, Basic Concepts Chapter 4: One-Step Methods Chapter 5: Linear Multistep Methods Part III: Boundary Value Problems. Chapter 6: More Boundary Value Problem Theory and Applications Chapter 7: Shooting Chapter 8: Finite Difference Methods for Boundary Value Problems Part IV: Differential-Algebraic Equations. Chapter 9: More on Differential-Algebraic Equations Chapter 10: Numerical Methods for Differential-Algebraic Equations Bibliography Index.
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Description
' ... All in all, the book, which also contains many examples and pointers to software, is excellent as an introduction to the field and definitely suitable for introductory courses at senior undergraduate or beginning graduate level.' C. Bendtsen, Zentralblatt fur Mathematik 'I found the book recommendable and very readable. Moreoever, the layout is a feast for the eyes, showing the possibilities of a careful LaTex design.' Michael Hanke, Mathematical Reviews

