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Numerical Analysis-II (MATH-402/6125/6217)
Week 11: Linear Difference equations, homogeneous difference equations
Week 11: Linear Difference equations, homogeneous difference equations
Page 276
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introduction-to-difference-equations.pdf (0.29 MB )
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Course Material
Week 01: Numerical Integration: Introduction, Newtone-Cotes formulae
Week 02: Rectangular Method, Grid method. Trapezoidal Rule
Week 03: Simpson’s 1/3 Rule Simpson’s 3/8 Rule,
Week 04: Boole's Rule, Weddle’s rule
Week 05:Numerical Solution of ODE: Initial Value Problem, Boundary Value Problem, Euler method,
Week 06: Modified Euler method Runge Kutta Methods, RK4
Week 07: Multi step methods: Milne's methods, Adam Bash-forth methods
Week 08: Linear Operators: Delta operator, average operator
Week 09: Mid Term Examination
Week 10: Difference Equations: Introduction to numerical solutions
Week 11: Linear Difference equations, homogeneous difference equations
Week 12: Inhomogeneous difference equations: Type I and Type II
Week 13: Inhomogeneous difference equations: Type III
Week 14: Inhomogeneous difference equations: Type IV
Week 15: Inhomogeneous difference equations: Type V
Week 16: Inhomogeneous difference equations: Type VI
Week 17: Maple programming to implement numerical methods
Week 18:Final Term Examination
Chapters
18
Department
Mathematics
Teacher
Dr. Ahmad Muhammad Mumtaz