UGC

विश्‍वविद्यालय अनुदान आयोग
University Grants Commission

course intro1
M-01. Error in numerical computations1
M-02. Propagation of errors and computer arithmetic1
M-03. Operators in Numerical Analysis1
M-04. Lagrange's Interpolation1
M-05. Newton's Interpolation Methods1
M-06. Central Difference Interpolation Formulae1
M-07. Aitken's and Hermite's Interpolation Methods1
M-08. Spline Interpolation1
M-09. Inverse Interpolation1
M-10. Bivariate Interpolation1
M-11. Least square method1
M-12. Approximation of Function by Least Squares Method1
M-13. Approximation of Function by Chebyshev Polynomials1
M-14. Newton's Method to Solve Transcendental Equation1
M-15. Roots of a Polynomial Equation1
M-16. Solution of System of Non- linear Equations1
M-17. Matrix inverse method1
M-18. Iteration Methods to Solve System of Linear Equations1
M-19. Methods of Matrix Factorization1
M-20. Gauss Elimination Method and Tri-diagonal Equations1
M-21. Generalized Inverse of Matrix1
M-22. Solution of Inconsistent and Ill Conditioned Systems1
M-23. Construction of Characteristic Equation of a Matrix1
M-24. Eigenvalue and Eigenvector of Arbitrary Matrices1
M-25. Eigenvalues and Eigenvectors of Symmetric Matrices1
M-26. Numerical Differentiation1
M-27. Newton-Cotes Quadrature1
M-28. Gaussian Quadrature1
M-29. Monte-Carlo Method and Double Integration1
M-30. Runge-Kutta Methods1
M-31. Predictor-Corrector Methods1
M-32. Finite Difference Method and its Stability1
M-33. Shooting Method and Stability Analysis1
M-34. Partial Differential Equation: Parabolic1
M-35. Partial Differential Equations: Hyperbolic1
M-36. Partial Differential Equations: Elliptic1
Week 1 End1
Week 1 Open1
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Week 2 Open1
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Week 3 Open1
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Week 4 Open1
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Week 5 Open1
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Week 6 Open1
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Week 7 Open1
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Week 8 Open1
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Week 9 Open1
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Week 10 Open1
Week 11 End1
Week 11 Open1
Week 12 End1
Week 12 Open1
Week 13 End1
Week 13 Open1
Week 14 End1
Week 14 Open1
Week 15 End1
Week 15 Open1
course end1

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course intro
M-01. Error in numerical computations
M-02. Propagation of errors and computer arithmetic
M-03. Operators in Numerical Analysis
M-04. Lagrange's Interpolation
M-05. Newton's Interpolation Methods
M-06. Central Difference Interpolation Formulae
M-07. Aitken's and Hermite's Interpolation Methods
M-08. Spline Interpolation
M-09. Inverse Interpolation
M-10. Bivariate Interpolation
M-11. Least square method
M-12. Approximation of Function by Least Squares Method
M-13. Approximation of Function by Chebyshev Polynomials
M-14. Newton's Method to Solve Transcendental Equation
M-15. Roots of a Polynomial Equation
M-16. Solution of System of Non- linear Equations
M-17. Matrix inverse method
M-18. Iteration Methods to Solve System of Linear Equations
M-19. Methods of Matrix Factorization
M-20. Gauss Elimination Method and Tri-diagonal Equations
M-21. Generalized Inverse of Matrix
M-22. Solution of Inconsistent and Ill Conditioned Systems
M-23. Construction of Characteristic Equation of a Matrix
M-24. Eigenvalue and Eigenvector of Arbitrary Matrices
M-25. Eigenvalues and Eigenvectors of Symmetric Matrices
M-26. Numerical Differentiation
M-27. Newton-Cotes Quadrature
M-28. Gaussian Quadrature
M-29. Monte-Carlo Method and Double Integration
M-30. Runge-Kutta Methods
M-31. Predictor-Corrector Methods
M-32. Finite Difference Method and its Stability
M-33. Shooting Method and Stability Analysis
M-34. Partial Differential Equation: Parabolic
M-35. Partial Differential Equations: Hyperbolic
M-36. Partial Differential Equations: Elliptic
Week 1 End
Week 1 Open
Week 2 End
Week 2 Open
Week 3 End
Week 3 Open
Week 4 End
Week 4 Open
Week 5 End
Week 5 Open
Week 6 End
Week 6 Open
Week 7 End
Week 7 Open
Week 8 End
Week 8 Open
Week 9 End
Week 9 Open
Week 10 End
Week 10 Open
Week 11 End
Week 11 Open
Week 12 End
Week 12 Open
Week 13 End
Week 13 Open
Week 14 End
Week 14 Open
Week 15 End
Week 15 Open
course end

PG Courses - Numerical Analysis

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