MTH603 Course Calendar

Course Calendar
Topic	Lecture	Resource	Page
Introduction	1
Errors Computation.	2
Bisection Method	3
Regula-Falsi Method	4
Method of Iteration	5
Newton Raphson Method	6
Secant Method	7
Muller's Method	8
Assignment # 01
Gaussian Elimination Method	9
Gauss-Jordan Elimination Method	10
Jacobi Method	11
Gauss-Seidel Iteration Method	12
Relaxation Method	13
Quiz # 01
Matrix Inversion	14
Power Method	15
Jacobi's Method	16
Jacobi's Method	17
Finite Difference Operators	18
Finite Difference Operators	19
Finite Operators	20
GDB # 01
Newton's Forward Difference Formula	21
Newton's Backward Difference Formula	22
Mid Term Exams
Langrange Interpolation Formula	23
Introduction to Divided Differences with examples	24
Newton's Divided Difference Interpolation Formula with Error Term	25
Differentiation Using Difference Operators	26
Differentiation Using Difference Operators (continued)	27
Differentiation Using Interpolation	28
Assignment # 02
Richardson’s Extrapolation Method	29
Newton-Cotes Integration Formulae	30
Trapezoidal and Simpsons Rules	31
Trapezoidal and Simpsons Rules (continue)	32
Rombergs Integration and Double Integration	33
Quiz # 2
Taylo's series method	34
Euler Method	35
Runge-Kutta Method	36
Runge-Kutta Method (continued)	37
Adam-Moultan’s Predictor-Corrector Method	38
Adam-Moultan’s Predictor-Corrector Method	39
GDB # 02
	40
Examples of Numerical Differentiation	41
An Introduction to MAPLE	42
Algorithms for method of Solution of Non-linear Equations	43
Non-linear Equations	44
Final Term