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Numerical analysis / Richard L. Burden, J. Douglas Faires

By: Burden, Richard L.
Contributor(s): Faires, J. Douglas [(j.a.)].
Publisher: Pacific Grove, Calif. : Brooks/Cole, c2001Edition: 7th ed.Description: xiii, 841 p. ; 24 cm.ISBN: 0534382169.Subject(s): Numerical analysisDDC classification: 519.4
Contents:
1. Mathematical preliminaries. - 2. Solutions of equations in one variable. - 3. Interpolation and polinomial 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.
Summary: "We have developed this material for a sequence of courses on the theory and application of numerical approximation techniques. The text is designed primarily for junior-level mathematics, science, and engineering majors who have completed at least the first year of the standard college calculus sequence. Familiarity with the fundamentals of matrix algebra and differential equations is also useful, but adequate intriductory material on these topics is presented in the text so that those cources need not be prerequisites." - Preface.
Item type Current location Call number Copy number Status Notes Date due Barcode
Accompanying Material (Media Resource) Taylor's Library-TU
519.4 BUR (Browse shelf) 1 Available SLASx,05000,03,AD 1000106747
Accompanying Material (Media Resource) Taylor's Library-TU
519.4 BUR (Browse shelf) 1 Available SLASx,05000,03,AD 1000501984

1. Mathematical preliminaries. - 2. Solutions of equations in one variable. - 3. Interpolation and polinomial 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.

"We have developed this material for a sequence of courses on the theory and application of numerical approximation techniques. The text is designed primarily for junior-level mathematics, science, and engineering majors who have completed at least the first year of the standard college calculus sequence. Familiarity with the fundamentals of matrix algebra and differential equations is also useful, but adequate intriductory material on these topics is presented in the text so that those cources need not be prerequisites." - Preface.

Accompanied by : 1 computer optical disc (4 3/4 in.) : Programs and worksheets in Fortran, Pascal, C, Maple, Mathematica, and MATLAB [for] Numerical analysis, 7th ed. [by] Richard L. Burden, J.Douglas Faires.