Overview
Syllabus
Introduction to Error analysis and linear systems.
Gaussian elimination with partial pivoting.
LU Decomposition.
Jacobi and Gauss Seidel Methods.
Numerical Differentiation and Integration - Part 3.
Numerical Differentiation and Integration - Part 2.
Numerical Differentiation and Integration - Part 1.
Interpolation and Approximation - Part 9.
Interpolation and Approximation - Part 8.
Interpolation and Approximation - Part 7.
Interpolation and Approximation - Part 6.
Interpolation and Approximation - Part 5.
Interpolation and Approximation - Part 4.
Interpolation and Approximation - Part 3.
Interpolation and Approximation - Part 2.
Interpolation and Approximation - Part I.
Solution of a system of Linear Algebraic Equations - Part - 12.
Solution of a system of Linear Algebraic Equations - Part - 11.
Solution of a system of Linear Algebraic Equations - Part - 10.
Solution of a system of Linear Algebraic Equations - Part - 9.
Solution of a system of Linear Algebraic Equations - Part - 8.
Solution of a system of Linear Algebraic Equations - Part - 7.
Solution of a system of Linear Algebraic Equations - Part - 6.
Solution of a system of Linear Algebraic Equations - Part - 5.
Solution of a system of Linear Algebraic Equations - Part - 4.
Solution of a system of Linear Algebraic Equations - Part - 3.
Solution of a system of Linear Algebraic Equations - Part - 2.
Solution of a system of Linear Algebraic Equations - Part - 1.
Solution of Non-linear algebraic equations - part 3.
Solution of Nonlinear algebraic equations - part 09.
Solution of Nonlinear algebraic Equations - Part 8.
solution of non-linear algebraic equations - part 4.
Solution of non-linear algebraic equations - part 6.
Solution of non-linear algebraic equations - part 5.
Solution of Nonlinear algaebraic Equations - part 7 (Contd.). Polynomial equations.
Solution of Nonlinear Algebraic equations - part 2.
Solution of Non-linear algebraic equations - part I.
Taught by
Ch 30 NIOS: Gyanamrit