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| Title Details: | |
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Introduction to dynamical systems |
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| Authors: |
Maaita, Jamal-Odysseas Meletlidou, Efthymia |
| Reviewer: |
Voyatzis, George |
| Description: | |
| Abstract: |
Dynamical systems are systems that evolve. They are described mathematically with the help of differential equations and diagrams. The first chapter introduces the basic concepts and properties of continuous-time dynamical systems described by differential equations, such as equilibrium points and their stability, bifurcations, linear and nonlinear dynamical systems, invariant subspaces, Poincaré mapping and chaos.
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| Linguistic Editors: |
Paxinou, Evgenia |
| Technical Editors: |
Moraitis, Konstantinos |
| Type: |
Chapter |
| Creation Date: | 08-01-2024 |
| Item Details: | |
| License: |
Attribution - NonCommercial - ShareAlike 4.0 International (CC BY-NC-SA 4.0) |
| Handle | http://hdl.handle.net/11419/12104 |
| Bibliographic Reference: | Maaita, J., & Meletlidou, E. (2024). Introduction to dynamical systems [Chapter]. In Maaita, J., & Meletlidou, E. 2023. Special Topics of Nonlinear Dynamics [Postgraduate textbook]. Kallipos, Open Academic Editions. https://hdl.handle.net/11419/12104 |
| Language: |
Greek |
| Is Part of: |
Special Topics of Nonlinear Dynamics |
| Publication Origin: |
Kallipos, Open Academic Editions |