This course (6th semester, 5 ECTS) introduces mathematical methods for dynamic economic analysis, connecting them to economic reality, with emphasis on non-linear models. It covers difference equations and differential equations (non-linear and higher-order), the qualitative approach, and applications in economic models such as the Solow growth model, the inflation-unemployment interaction, and the Samuelson multiplier-accelerator model. It also includes an introduction to optimal control and its economic applications. The goal is understanding, modeling, and analyzing non-linear economic dynamic models. Assessment is via a written exam that may include various question types (multiple choice, short answer, essay, problem-solving). The course is taught in Greek.
Teachers
Click to view more information about each teacher.
| Name | Title | |
|---|---|---|
| Acquisition of Academic Experience | Acquisition of Academic Experience |
