Modules / Lectures
Module NameDownload
Module NameDownloadDescriptionDownload Size
Introduction to Numerical MethodsSelf EvaluationThis is questionnaire that covers lecture 1 and could be attempted after listening to the lecture 1.17
Error AnalysisSelf EvaluationThis is questionnaire that covers lecture 2 and could be attempted after listening to the lecture 2.101
Introduction to Linear SystemsSelf EvaluationThis is questionnaire that covers lecture 3 and could be attempted after listening to the lecture 368
Linear Systems - IISelf EvaluationThis is questionnaire that covers lecture 4 and could be attempted after listening to the lecture 4997
Linear Systems - IIISelf EvaluationThis is questionnaire that covers lecture 5 and could be attempted after listening to lecture 515
Linear Systems - Error BoundsSelf EvaluationThis is questionnaire that covers lecture 6 and could be attempted after listening to lecture 613
Error Bounds and Iterative Methods for Solving Linear SystemsSelf EvaluationThis is questionnaire that covers lecture 7 and could be attempted after listening to lecture 742
Iterative Methods for Solving Linear SystemsSelf EvaluationThis is questionnaire that covers lecture 8 and could be attempted after listening to lecture 813
Iterative Methods - IISelf EvaluationThis is questionnaire that covers lecture 9 and could be attempted after listening to lecture 985
Iterative Methods - IIISelf EvaluationThis is questionnaire that covers lecture 10 and could be attempted after listening to lecture 108
Iterative Methods for Eigen Value ExtractionSelf EvaluationThis is questionnaire that covers lecture 11 and could be attempted after listening to lecture 1183
Solving Nonlinear EquationsSelf EvaluationThis is questionnaire that covers lecture 12 and could be attempted after listening to lecture 1293
Solving Nonlinear Equations - IISelf EvaluationThis is questionnaire that covers lecture 13 and could be attempted after listening to lecture 1386
Solving Multi Dimensional Nonlinear EquationsSelf EvaluationThis is questionnaire that covers lecture 14 and could be attempted after listening to lecture 14100
Solving Multi Dimensional Nonlinear Equations - IISelf EvaluationThis is questionnaire that covers lecture 15 and could be attempted after listening to lecture 1538
ARC Length and Gradient Based MethodsSelf EvaluationThis is questionnaire that covers lecture 16 and could be attempted after listening to lecture 1660
Gradient Based MethodsSelf EvaluationThis is questionnaire that covers lecture 17 and could be attempted after listening to lecture 1714
Conjugate Gradient MethodSelf EvaluationThis is questionnaire that covers lecture 18 and could be attempted after listening to lecture 189
Conjugate Gradient Method - IISelf EvaluationThis is questionnaire that covers lecture 19 and could be attempted after listening to lecture 1938
Nonlinear Conjugate Gradient and Introduction to PDEsSelf EvaluationThis is questionnaire that covers lecture 20 and could be attempted after listening to lecture 2045
Eigenfunction Solutions for the Wave EquationSelf EvaluationThis is questionnaire that covers lecture 21 and could be attempted after listening to lecture 2120
Analytical Methods for Solving the Wave EquationSelf EvaluationThis is questionnaire that covers lecture 22 and could be attempted after listening to lecture 2219
Analytical Methods for Hyperbolic and Parabolic PDEsSelf EvaluationThis is questionnaire that covers lecture 23 and could be attempted after listening to lecture 2316
Analytical Methods for Parabolic and Elliptic PDEsSelf EvaluationThis is questionnaire that covers lecture 24 and could be attempted after listening to lecture 2438
Analytical Methods for Elliptic PDE\'sSelf EvaluationThis is questionnaire that covers lecture 25 and could be attempted after listening to lecture 2545
Series Solutions for Elliptic PDE\'s and Introduction to Differential OperatorsSelf EvaluationThis is questionnaire that covers lecture 26 and could be attempted after listening to lecture 2650
Differential OperatorsSelf EvaluationThis is questionnaire that covers lecture 27 and could be attempted after listening to lecture 2722
Differential Operators - IISelf EvaluationThis is questionnaire that covers lecture 28 and could be attempted after listening to lecture 2845
Differential Operators - IIISelf EvaluationThis is questionnaire that covers lecture 29 and could be attempted after listening to lecture 2922
InterpolationSelf EvaluationThis is questionnaire that covers lecture 30 and could be attempted after listening to lecture 3026
Polynomial FittingSelf EvaluationThis is questionnaire that covers lecture 31 and could be attempted after listening to lecture 3120
Orthogonal PolynomialsSelf EvaluationThis is questionnaire that covers lecture 32 and could be attempted after listening to lecture 3220
Orthogonal Polynomials - IISelf EvaluationThis is questionnaire that covers lecture 33 and could be attempted after listening to lecture 3350
Orthogonal Polynomials - IIISelf EvaluationThis is questionnaire that covers lecture 34 and could be attempted after listening to lecture 3448
Spline FunctionsSelf EvaluationThis is questionnaire that covers lecture 35 and could be attempted after listening to lecture 3514
Orthogonal Basis Functions for Solving PDE\'sSelf EvaluationThis is questionnaire that covers lecture 36 and could be attempted after listening to lecture 3655
Orthogonal Basis Functions for Solving PDE\'s - IISelf EvaluationThis is questionnaire that covers lecture 37 and could be attempted after listening to lecture 3716
Integral EquationsSelf EvaluationThis is questionnaire that covers lecture 38 and could be attempted after listening to lecture 3815
Integral Equations - IISelf EvaluationThis is questionnaire that covers lecture 39 and could be attempted after listening to lecture 3938
Integral Equations - IIISelf EvaluationThis is questionnaire that covers lecture 40 and could be attempted after listening to lecture 4024

Sl.No Chapter Name English
1Introduction to Numerical MethodsPDF unavailable
2Error AnalysisPDF unavailable
3Introduction to Linear SystemsPDF unavailable
4Linear Systems - IIPDF unavailable
5Linear Systems - IIIPDF unavailable
6Linear Systems - Error BoundsPDF unavailable
7Error Bounds and Iterative Methods for Solving Linear SystemsPDF unavailable
8Iterative Methods for Solving Linear SystemsPDF unavailable
9Iterative Methods - IIPDF unavailable
10Iterative Methods - IIIPDF unavailable
11Iterative Methods for Eigen Value ExtractionPDF unavailable
12Solving Nonlinear EquationsPDF unavailable
13Solving Nonlinear Equations - IIPDF unavailable
14Solving Multi Dimensional Nonlinear EquationsPDF unavailable
15Solving Multi Dimensional Nonlinear Equations - IIPDF unavailable
16ARC Length and Gradient Based MethodsPDF unavailable
17Gradient Based MethodsPDF unavailable
18Conjugate Gradient MethodPDF unavailable
19Conjugate Gradient Method - IIPDF unavailable
20Nonlinear Conjugate Gradient and Introduction to PDEsPDF unavailable
21Eigenfunction Solutions for the Wave EquationPDF unavailable
22Analytical Methods for Solving the Wave EquationPDF unavailable
23Analytical Methods for Hyoerbolic and Parabolic PDEsPDF unavailable
24Analytical Methods for Parabolic and Elliptic PDEsPDF unavailable
25Analytical Methods for Elliptic PDEsPDF unavailable
26Series Solutions for Elliptic PDE's and Introduction to Differential OperatorsPDF unavailable
27Differential OperatorsPDF unavailable
28Differential Operators - IIPDF unavailable
29Differential Operators - IIIPDF unavailable
30InterpolationPDF unavailable
31Polynomial FittingPDF unavailable
32Orthogonal PolynomialsPDF unavailable
33Orthogonal Polynomials - IIPDF unavailable
34Orthogonal Polynomials - IIIPDF unavailable
35Spline FunctionsPDF unavailable
36Orthogonal Basis Functions for Solving PDE'sPDF unavailable
37Orthogonal Basis Functions for Solving PDE's - IIPDF unavailable
38Integral EquationsPDF unavailable
39Integral Equations - IIPDF unavailable
40Integral Equations - IIIPDF unavailable


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