Topic

No. of hours

Lecture

Tutorial

Computational errors. Floating-point computation. Root finding: Bisection method, Fixed Pint methods, Netown's method, and secant method , convergence and Error Analysis for Iterative Methods - I.

5

3

2

Computational errors. Floating-point computation. Root finding: Bisection method, Fixed Pint methods, Netown's method, and secant method , convergence and Error Analysis for Iterative Methods - II.

5

3

2

Computational errors. Floating-point computation. Root finding: Bisection method, Fixed Pint methods, Netown's method, and secant method , convergence and Error Analysis for Iterative Methods - III.

5

3

2

Approximation theory: Polynomial approximation, interpolation, extrapolation – I.

5

3

2

Approximation theory: Polynomial approximation, interpolation, extrapolation – II.

5

3

2

Approximation theory: Polynomial approximation, interpolation, extrapolation – III.

5

3

2

Numerical differentiation and integration – I.

5

3

2

Numerical differentiation and integration – II.

5

3

2

Numerical differentiation and integration – III.

5

3

2

Initial value problems for ODE: Picard's method, Euler's method, Taylor-series methods, and Rung-Kutta methods, – I.

5

3

2

Numerical solutions of linear systems of equations,– I.

5

3

2

Numerical solutions of linear systems of equations,– II.

5

3

2