Mathematics BSc
Course description
2013.
Course description
2013.
Numerical analysis
Hours lect+pc |
Credits lect+pc |
Assessment | Specialization | Course code lect/pc |
Semester | Status |
---|---|---|---|---|---|---|
2 + 2 | 2 + 3 | exam + term grade |
pure math. | mm1c1na5m mm1c2na5m |
5 | compulsory |
Course coordinator
- Lajos Gergó
Strong | Weak | Prerequisites | |
---|---|---|---|
Practice class | |||
Strong:
Algebra2L
(mm1c1al2)
| |||
Strong:
| |||
Lecture | |||
Weak:
practice class
|
Remarks
- Form of instruction: The classes are held in a computer laboratory, where students can experiment with the implementation of the algorithms in MATLAB.
Syllabus designed by:
- Gisbert Stoyan, Department of Numerical Analysis, Faculty of Informatics.
Prerequisites
Analysis 2, linear algebra.
Literature
- J. Stoer, R. Bulirsch: Introduction to Numerical Analysis. Springer, 2002.
Syllabus
- Systems of linear equations.
- Matrix decompositions (LU, Cholesky, QR).
- Gauss elimination.
- Fixed-point theorem.
- Iterative methods for linear systems.
- Interpolation in one dimension.
- Iterative methods for nonlinear systems.