|Course title||Numerical Methods 2|
|Organizational form of instruction||Lecture + Exercise|
|Level of course||Bachelor|
|Year of study||not specified|
|Number of ECTS credits||4|
|Language of instruction||Czech, English|
|Status of course||Compulsory, Compulsory-optional, Optional|
|Form of instruction||Face-to-face|
|Work placements||This is not an internship|
|Recommended optional programme components||None|
|Course availability||The course is available to visiting students|
1. Norms. 2. Systems of linear equations - basic properties, direct elimination methods. 3. Gaussian elimination. 4. Triangular factorization of matrices. 5. Iterative methods. 6. Jacobi and Gauss-Seidel iterations. 7. Relaxation methods. 8. Methods for solving nonlinear equations. 9. Iterative methods for solving nonlinear equations and their convergence. 10. Acceleration methods. 11. Iterative methods for systems of nonlinear eqautions. 12. Roots of polynomials and their computing.
|Learning activities and teaching methods|
Lecture, Dialogic Lecture (Discussion, Dialog, Brainstorming)
Understand basic principles of numerical methods of algebra.
Comprehension Understand the numerical methods of algebra.
Basic knowledge of mathematical analysis and linear algebra.
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|Assessment methods and criteria|
Oral exam, Written exam, Seminar Work
|Study plans that include the course|
|Faculty||Study plan (Version)||Branch of study Category||Recommended year of study||Recommended semester|
|Faculty of Science||Mathematics and Applications (1)||Mathematics courses||2||Summer|
|Faculty of Science||General Physics and Mathematical Physics (2014)||Physics courses||1||Summer|
|Faculty of Science||Applications of Mathematics in Economy (2015)||Mathematics courses||1||Summer|