| Course title |
|
| Acronym |
13D081FMP |
| Study programme |
Electrical Engineering and Computing |
| Module |
Applied Mathematics |
| Type of study |
doctoral studies |
| Lecturer (for classes) |
|
| Lecturer/Associate (for practice) |
|
| Lecturer/Associate (for OTC) |
|
| ESPB |
9.0 |
Status |
elective |
| Condition |
Knowledge of classical mathematical analysis, notion of metric spaces and function theory |
| The goal |
Introducing students with spaces with non-deterministic distances, especially with fuzzy metric and intuicionistic fuzzy metric spaces, their structure, properties of mappings on these spaces and applications of functional analysis on spaces with fuzzy structure in optimization problems, iteration methods and applications in electrotechnics and computer science. |
| The outcome |
Students are capable to form iterative methods as optimal for solving various types of equations that come out of actual problems in physics, electrical engineering and other sciences and have non-deterministic (parametric) definitions. |
