Numerical Analysis (V-U)

• 1. Introduction (V-U)
• 2. Errors in Computations. (V-U)
• 5. Solution of Non Linear Equations (Method of Iteration) (V-U)
• 7. Solution of Non Linear Equations (Secant Method) (V-U)
• 8. Muller’s Method (V-U)
• 9. Solution of Linear System of Equations (Gaussian 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)
• 16. Eigen Value Problems (Jacobis Method) (V-U)
• 18. Interpolation(Introduction and Difference Operators) (V-U)
• 19. Interpolation(Difference Operators Cont.) (V-U)
• 20. Interpolation(Difference Operators, important formulas) (V-U)
• 21. Interpolation(Newtons Forward Difference Formula) (V-U)
• 22. Interpolation(Newtons Backward Difference formula) (V-U)
• 23. Interpolation (Newton’s Forward and backward Difference Interpolation Formula) (V-U)
• 24. Interpolatiom (LAGRANGE’S INTERPOLATION FORMULA) (V-U)
• 26. Interpolation (Newton’s Divided Difference Formula with Error Term) (V-U)
• 27. DIFFERENTIATION USING DIFFERENCE OPERATORS (V-U)
• 28. Numerical Differentiation and Integration (Differentiation using Difference operator) (V-U)
• 29. Numerical Differentiation and Integration (Differentiation using Difference operator II) (V-U)
• 30. Numerical Differentiation and Integration (Differentiation using Interpolation I) (V-U)
• 31. Numerical Differentiation and Integration(Newton-Cotes Integration Formulae) (V-U)
• 32. Numerical Differentiation and Integration(Trapezoidal and Simpsons Rules) (V-U)