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Sl.No Chapter Name MP4 Download
1Introduction to error analysis and linear systemsDownload
2Gaussian elimination with partial pivotingDownload
3LU decompositionDownload
4Jacobi and Gauss Seidel methodsDownload
5Iterative methods-IIDownload
6Introduction to Non-linear equations and Bisection methodDownload
7Regula Falsi and Secant methodsDownload
8Newton-Raphson methodDownload
9Fixed point iteration methodDownload
10System of Nonlinear equationsDownload
11Introduction to Eigenvalues and EigenvectorsDownload
12Similarity Transformations and Gershgorin TheoremDownload
13Jacobi's Method for Computing EigenvaluesDownload
14Power MethodDownload
15Inverse Power MethodDownload
16Interpolation Part I (Introduction to Interpolation)Download
17Interpolation part-II ( Some basic operators and their properties)Download
18Interpolation part-III (Newton’s Forward/ Backward difference and derivation of general error)Download
19Interpolation part-IV (Error in approximating a function by a polynomial using Newton’s Forward & Backward difference formula)Download
20Interpolation part-V (Solving problems using Newton's Forward & Backward difference formula)Download
21Interpolation part-VI (Central difference formula)Download
22Interpolation part-VII (Lagrange interpolation formula with examples)Download
23Interpolation part-VIII (Divided difference interpolation with examples)Download
24Interpolation part-IX (Hermite's interpolation with examples)Download
25Numerical differentiation part-I (Introduction to numerical differentiation by interpolation formula)Download
26Numerical differentiation part-II (Numerical differentiation based on Lagrange’s interpolation with examples)Download
27Numerical differentiation part-III (Numerical differentiation based on Divided difference formula with examples) Download
28Numerical differentiation part-IV (Maxima and minima of a tabulated function and differentiation errors)Download
29Numerical differentiation part-V (Differentiation based on finite difference operators) Download
30Numerical differentiation part-VI (Method of undetermined coefficients & Derivatives with unequal intervals)Download
31Numerical Integration part-I (Methodology of Numerical Integration & Rectangular rule )Download
32Numerical Integration part-II (Quadrature formula and Trapezoidal rule with associated errors)merical Integration part-I (Methodology of Numerical Integration & Rectangular rule )Download
33Numerical Integration part-III (Simpsons 1/3rd rule with associated errors)Download
34Numerical Integration part-IV (Composite Simpsons 1/3rd rule & Simpsons 3/8th rule with examples) Download
35Numerical Integration part-V (Gauss Legendre 2-point and 3-point formula with examples)Download
36Introduction to Ordinary Differential equationsDownload
37Numerical methods for ODE-1Download
38Numerical Methods-IIDownload
39R-K Methods for solving ODEsDownload
40Multi-step Method for solving ODEsDownload

Sl.No Chapter Name English
1Introduction to error analysis and linear systemsDownload
To be verified
2Gaussian elimination with partial pivotingDownload
To be verified
3LU decompositionDownload
To be verified
4Jacobi and Gauss Seidel methodsDownload
To be verified
5Iterative methods-IIDownload
To be verified
6Introduction to Non-linear equations and Bisection methodDownload
To be verified
7Regula Falsi and Secant methodsDownload
To be verified
8Newton-Raphson methodDownload
To be verified
9Fixed point iteration methodDownload
To be verified
10System of Nonlinear equationsDownload
To be verified
11Introduction to Eigenvalues and EigenvectorsDownload
To be verified
12Similarity Transformations and Gershgorin TheoremDownload
To be verified
13Jacobi's Method for Computing EigenvaluesDownload
To be verified
14Power MethodDownload
To be verified
15Inverse Power MethodDownload
To be verified
16Interpolation Part I (Introduction to Interpolation)Download
To be verified
17Interpolation part-II ( Some basic operators and their properties)Download
To be verified
18Interpolation part-III (Newton’s Forward/ Backward difference and derivation of general error)Download
To be verified
19Interpolation part-IV (Error in approximating a function by a polynomial using Newton’s Forward & Backward difference formula)Download
To be verified
20Interpolation part-V (Solving problems using Newton's Forward & Backward difference formula)Download
To be verified
21Interpolation part-VI (Central difference formula)Download
To be verified
22Interpolation part-VII (Lagrange interpolation formula with examples)Download
To be verified
23Interpolation part-VIII (Divided difference interpolation with examples)Download
To be verified
24Interpolation part-IX (Hermite's interpolation with examples)Download
To be verified
25Numerical differentiation part-I (Introduction to numerical differentiation by interpolation formula)Download
To be verified
26Numerical differentiation part-II (Numerical differentiation based on Lagrange’s interpolation with examples)Download
To be verified
27Numerical differentiation part-III (Numerical differentiation based on Divided difference formula with examples) Download
To be verified
28Numerical differentiation part-IV (Maxima and minima of a tabulated function and differentiation errors)Download
To be verified
29Numerical differentiation part-V (Differentiation based on finite difference operators) Download
To be verified
30Numerical differentiation part-VI (Method of undetermined coefficients & Derivatives with unequal intervals)Download
To be verified
31Numerical Integration part-I (Methodology of Numerical Integration & Rectangular rule )Download
To be verified
32Numerical Integration part-II (Quadrature formula and Trapezoidal rule with associated errors)merical Integration part-I (Methodology of Numerical Integration & Rectangular rule )Download
To be verified
33Numerical Integration part-III (Simpsons 1/3rd rule with associated errors)Download
To be verified
34Numerical Integration part-IV (Composite Simpsons 1/3rd rule & Simpsons 3/8th rule with examples) Download
To be verified
35Numerical Integration part-V (Gauss Legendre 2-point and 3-point formula with examples)Download
To be verified
36Introduction to Ordinary Differential equationsDownload
To be verified
37Numerical methods for ODE-1Download
To be verified
38Numerical Methods-IIDownload
To be verified
39R-K Methods for solving ODEsDownload
To be verified
40Multi-step Method for solving ODEsDownload
To be verified


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1EnglishNot Available
2BengaliNot Available
3GujaratiNot Available
4HindiNot Available
5KannadaNot Available
6MalayalamNot Available
7MarathiNot Available
8TamilNot Available
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