Numerical Methods: Linear Algebraic Equations | SH202
Numerical Methods - Solution of System of Linear Algebraic Equations

Chapter 2 | Solution of System of Linear Algebraic Equations

8 Hours | 10 Marks

Topic Information

Topic: Solution of System of Linear Algebraic Equations (8 hours)

Course Code: SH202 – Numerical Methods

Description: Download Numerical Methods PDF – Complete study material for Solution of System of Linear Algebraic Equations covering Gauss Jordan, Gauss elimination, Matrix inverse, Factorization methods, Jacobi and Gauss-Seidal methods

Syllabus: Solution of System of Linear Algebraic Equations (8 hours)

2. Solution of System of Linear Algebraic Equations (8 hours)

2.1 Direct methods

2.1.1 Gauss Jordan method

2.1.2 Gauss elimination method, pivoting strategies (Partial and complete)

2.1.3 Matrix inverse using Gauss Jordan and Gauss elimination methods

2.1.4 Factorization methods (Do-Little’s method and Crout’s method)

2.2 Iterative methods

2.2.1 Jacobi’s method

2.2.2 Gauss-Seidal method

2.3 Determination of largest and smallest Eigen values and corresponding vectors using the power method

Handwritten Study Material (Nikita Pradhan)

PDF Study Material (JRS sir)

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