Numerical analysis
The ninth edition of Burden and Faires' well-respected Numerical Analysis text gives an accessible introduction to numerical analysis and its multitude of practical applications in math, engineering, computer science, and the physical sciences. The authors intuitively explain modern approximation techniques including how, why, and when they can be expected to work and why, in some situations, they fail. Virtually every concept in the text is illustrated with clear examples, and more than 2,500 …
Read More ↓Title Statements
- Full title :Numerical analysis / Richard L. Burden, J. Douglas Faires.
Summary
The ninth edition of Burden and Faires' well-respected Numerical Analysis text gives an accessible introduction to numerical analysis and its multitude of practical applications in math, engineering, computer science, and the physical sciences. The authors intuitively explain modern approximation techniques including how, why, and when they can be expected to work and why, in some situations, they fail. Virtually every concept in the text is illustrated with clear examples, and more than 2,500 exercises provide thorough practice reinforcing theory and applying the methods to real-life problems. With over three decades of proven experience, Burden and Faires remain the definitive standard for student success in numerical analysis.
Read More ↓Edition Statements
- Publication Date:©2011.
- Edition:9th ed
Publication Statements
- Publisher(s):Brooks/Cole, Cengage Learning
- Place of Publication:Boston, MA
- Language:eng
- Publication Date:©2011.
The Physical Object
- Description:xiv, 872 pages : : color illustrations ; : 26 cm
Edition Identifiers
- ISBN:9780538733519, 0538733519, 9780538735643, 0538735643
- oclc:ocn496962633
- LC Classification:QA297
- Dewey Decimal:ZPR762 .B006
Table of Contents
1. Mathematical preliminaries and error analysis -- 2. Solutions of equations in one variable -- 3. Interpolation and polynomial approximation -- 4. Numerical differentiation and integration -- 5. Initial-value problems for ordinary differential equations -- 6. Direct methods for solving linear systems -- 7. Iterative techniques in matrix algebra -- 8. Approximation theory -- 9. Approximating eigenvalues -- 10. Numerical solutions of nonlinear systems of equations -- 11. Boundary-value problems for ordinary differential equations -- 12. Numerical solutions to partial differential equations -- Bibliography -- Answers to selected exercises -- Index.
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