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Textbook for teaching computational mathematics.
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Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 556
- Erscheinungstermin: 25. März 2014
- Englisch
- Abmessung: 229mm x 152mm x 30mm
- Gewicht: 795g
- ISBN-13: 9780521567381
- ISBN-10: 0521567386
- Artikelnr.: 21567602
- Verlag: Cambridge University Press
- Seitenzahl: 556
- Erscheinungstermin: 25. März 2014
- Englisch
- Abmessung: 229mm x 152mm x 30mm
- Gewicht: 795g
- ISBN-13: 9780521567381
- ISBN-10: 0521567386
- Artikelnr.: 21567602
Part I. Introduction: 1. Introduction
2. Review of calculus in one dimension
3. Piecewise polynomial approximation in one dimension
4. Review of linear algebra
5. A first example
6. Review of numerical linear algebra
Part II. Archetypes: 7. An elliptic model problem
8. A parabolic model problem
9. A hyperbolic model problem
10. An elliptic-hyperbolic model problem
11. Systems of linear ode's
12. Calculus of variations
12. Computational mathematical modelling
Part III. Problems in Several Dimensions: 13. Review of calculus in several dimensions
14. Elliptic problems
15. The heat equation
16. The wave equation
17. Stationary convection-diffusion
18. Time-dependent convection-diffusion
19. Eigenvalue problems
20. Power of abstraction
Part IV. Appendix: 21. History of calculus
22. Femlab.
2. Review of calculus in one dimension
3. Piecewise polynomial approximation in one dimension
4. Review of linear algebra
5. A first example
6. Review of numerical linear algebra
Part II. Archetypes: 7. An elliptic model problem
8. A parabolic model problem
9. A hyperbolic model problem
10. An elliptic-hyperbolic model problem
11. Systems of linear ode's
12. Calculus of variations
12. Computational mathematical modelling
Part III. Problems in Several Dimensions: 13. Review of calculus in several dimensions
14. Elliptic problems
15. The heat equation
16. The wave equation
17. Stationary convection-diffusion
18. Time-dependent convection-diffusion
19. Eigenvalue problems
20. Power of abstraction
Part IV. Appendix: 21. History of calculus
22. Femlab.
Part I. Introduction: 1. Introduction
2. Review of calculus in one dimension
3. Piecewise polynomial approximation in one dimension
4. Review of linear algebra
5. A first example
6. Review of numerical linear algebra
Part II. Archetypes: 7. An elliptic model problem
8. A parabolic model problem
9. A hyperbolic model problem
10. An elliptic-hyperbolic model problem
11. Systems of linear ode's
12. Calculus of variations
12. Computational mathematical modelling
Part III. Problems in Several Dimensions: 13. Review of calculus in several dimensions
14. Elliptic problems
15. The heat equation
16. The wave equation
17. Stationary convection-diffusion
18. Time-dependent convection-diffusion
19. Eigenvalue problems
20. Power of abstraction
Part IV. Appendix: 21. History of calculus
22. Femlab.
2. Review of calculus in one dimension
3. Piecewise polynomial approximation in one dimension
4. Review of linear algebra
5. A first example
6. Review of numerical linear algebra
Part II. Archetypes: 7. An elliptic model problem
8. A parabolic model problem
9. A hyperbolic model problem
10. An elliptic-hyperbolic model problem
11. Systems of linear ode's
12. Calculus of variations
12. Computational mathematical modelling
Part III. Problems in Several Dimensions: 13. Review of calculus in several dimensions
14. Elliptic problems
15. The heat equation
16. The wave equation
17. Stationary convection-diffusion
18. Time-dependent convection-diffusion
19. Eigenvalue problems
20. Power of abstraction
Part IV. Appendix: 21. History of calculus
22. Femlab.