206455 – Numerical analysis
Classroom: SCB 4101
Class meeting: Tu F at 2.30 pm - 4.00 pm
Semester: 1/2559
Instructor: Dr. Nattapol
Ploymaklam
Office: MB 2225
Office Hours: Tu F at 1.00 pm – 2.30 pm, or by
appointment
Email: nploymaklam@gmail.com
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Midterm Exam
Date: Saturday, October 8, 2016 at 15.30-18.30
Location: RB 5309
1.
Interpolation theory
1.1 Polynomial interpolation theory
1.2 Divided differences
1.3 Hermite
interpolation
1.4 Cubic spline
2.
Approximation of functions
2.1 The minimax
approximation
2.2 The least squares approximation
2.3 Orthogonal polynomials
2.4 General least squares approximation
3.
Numerical analysis for ordinary differential
equations
3.1 Euler’s method
3.2 Multisteps
methods
3.3 The midpoint methods
Final Exam
Date: Saturday, December 3, 2016 at 15.30-18.30
Location: RB 5102
3.4 Higher order multistep methods
3.5 Boundary value problems
4.
Numerical methods for partial differential
equations
4.1 Parabolic equations
4.2 Hyperbolic equations
4.3 Elliptic equations
5.
Matrix eigenvalues
problem
5.1 Location of eigenvalues, error and
stability
5.2 Numerical methods for finding
eigenvalues and eigenvectors