Preface to the Classics Edition Preface Acknowledgments Glossary of Symbols Introduction Part I: Background Material. Chapter 1: Sample Problems Chapter 2: Linear Algebra Chapter 3: Analysis Part II: Nonconstructive Existence Theorems. Chapter 4: Gradient Mappings and Minimization Chapter 5: Contractions and the Continuation Property Chapter 6: The Degree of a Mapping Part III: Iterative Methods. Chapter 7: General Iterative Methods Chapter 8: Minimization Methods Part IV: Local Convergence. Chapter 9: Rates of Convergence?General Chapter 10: One-Step Stationary Methods Chapter 11: Multistep Methods and Additional One-Step Methods Part V: Semilocal and Global Convergence. Chapter 12: Contractions and Nonlinear Majorants Chapter 13: Convergence under Partial Ordering Chapter 14: Convergence of Minimization Methods An Annotated List of Basic Reference Books Bibliography Author Index Subject Index.

