
Scientific Computing with Automatic Result Verification
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Content
- Front Cover
- Scientific Computing With Automatic Result Verification
- Copyright Page
- Contents
- Contributors
- Preface
- Acknowledgements
- Introduction
- Part I. Language and Progmmmmg Support for Verified Scientific Computation
- Chapter 1. PASCAL-XSC, New Concepts for Scientific Computation and Numerical Data Processing
- Chapter 2. ACRITH-XSC, A Fortran-like Language for Verified Scientific Computing
- Chapter 3. C-XSC, A Programming Environment for Verified Scientific Computing and Numerical Data Processing
- Chapter 4. Proposal for Accurate Floating-Point Vector Arithmetic
- Part II. Enclosure Methods and Algorithms with Automatic Result Verification
- Chapter 5. Automatic Differentiation and Applications
- Chapter 6. Numerical Quadrature by Extrapolation with Automatic Result Verification
- Chapter 7. Numerical Integration in Two Dimensions with Automatic Result Verification
- Chapter 8. Verified Solution of Integral Equations with Applications
- Chapter 9. Enclosure Methods for Linear and Nonlinear Systems of Fredholm Integral Equations of the Second Kind
- Chapter 10. A Step Size Control for Lohner's Enclosure Algorithm for Ordinary Differential Equations with Initial Conditions
- Chapter 11. Interval Arithmetic in Staggered Correction Format
- Part III. Applications in the Engineering Sciences
- Chapter 12. Multiple Precision Computations with Result Verification
- Chapter 13. Verification of Asymptotic Stability for Interval Matrices and Applications in Control Theory
- Chapter 14. Numerical Reliability of MHD Flow Calculations
- Chapter 15. The Reliability Question for Discretizations of Evolution Problems
- Part I: Theoretical Consideration on Failures
- Part II: Practical Failures
- Chapter 16. KKR Bandstructure Calculations, A Challenge to Numerical Accuracy
- Chapter 17. A Hardware Kernel for Scientific/Engineering Computations
- Chapter 18. Bibliography on Enclosure Methods and Related Topics
- Index
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