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Schaum's outlines numerical analysis / Francis Scheid

By: Material type: TextTextSeries: Schaum's Outline SeriesPublication details: McGraw Hill, New York : 1989Edition: 2nd edDescription: 471 pISBN:
  • 9780070552210
Subject(s): DDC classification:
  • 518 Sch253
Contents:
1. What is numerical analysis? 2. The collocation polynomial 3. Finite differences 4. Factorial polynomials summation 5. The newton formula 6. Operators and collocation polynomials 7. Splines 8. Osculating polynomials 9. The Taylor polynomial 10. Interpolation 11. Numerical differentiation 12. Numerical integration 13. Gaussian integration 14. Singular integrals 15. Sums and series 16. Differences equations 17. Differential equations 18. Differential problems of higher order 19. Least-square polynomial approximation 20. Min-max polynomial approximation 21. Approximation by rational functions 22. Trigonometric approximation 23. Nonlinear algebra 24. Linear systems 25. Linear programming 26. Over determined systems 27. Boundary value problems 28. Monte Carlo methods
List(s) this item appears in: Mathematics
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Item type Current library Call number Status Date due Barcode
Books Books UE-Central Library 518 Sch253 (Browse shelf(Opens below)) Available T184

Includes Answers to supplementary problems and index

1. What is numerical analysis?
2. The collocation polynomial
3. Finite differences
4. Factorial polynomials summation
5. The newton formula
6. Operators and collocation polynomials
7. Splines
8. Osculating polynomials
9. The Taylor polynomial
10. Interpolation
11. Numerical differentiation
12. Numerical integration
13. Gaussian integration
14. Singular integrals
15. Sums and series
16. Differences equations
17. Differential equations
18. Differential problems of higher order
19. Least-square polynomial approximation
20. Min-max polynomial approximation
21. Approximation by rational functions
22. Trigonometric approximation
23. Nonlinear algebra
24. Linear systems
25. Linear programming
26. Over determined systems
27. Boundary value problems
28. Monte Carlo methods

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