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Home » Basic and Health Sciences » Mathematics » Numerical Analysis (V-U) » 34. Numerical Differentiation and Integration(Rombergs Integration and Double integration) (V-U)

34. Numerical Differentiation and Integration(Rombergs Integration and Double integration) (V-U)

Course:Numerical Analysis (V-U)
Discipline:Basic and Health Sciences
Institute:Virtual University
Instructor(s): Prof. Dr. Junaid Zaidi & Prof. Dr. Ataullah Kalim
Level:Undergraduate

Numerical Analysis (V-U)

1. Introduction (V-U)
10. Solution of Linear System of Equations(Gauss–Jordon Elimination Method) (V-U)
11. Solution of Linear System of Equations(Jacobi Method) (V-U)
12. Solution of Linear System of Equations(Gauss–Seidel Iteration Method) (V-U)
13. Gauss–Seidel Iteration Method (V-U)
14. Relaxation Method and Matrix inversion (V-U)
15. Eigen Value Problems (Power Method) (V-U)
32. Numerical Differentiation and Integration(Trapezoidal and Simpsons Rules) (V-U)
16. Eigen Value Problems (Jacobis Method) (V-U)
33. Numerical Differentiation and Integration(Trapezoidal and Simpsons Rules)Cont. (V-U)
17. Eigen Value Problems (continued) (V-U)
34. Numerical Differentiation and Integration(Rombergs Integration and Double integration) (V-U)
18. Interpolation(Introduction and Difference Operators) (V-U)
35. Ordinary Differential Equations (V-U)
19. Interpolation(Difference Operators Cont.) (V-U)
36. Ordinary Differential Equations 2 (V-U)
2. Errors in Computations. (V-U)
37. Ordinary Differential Equations 3 (V-U)
20. Interpolation(Difference Operators, important formulas) (V-U)
38. Ordinary Differential Equations 4 (V-U)

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