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TU Berlin

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Lectures: Prof. Serhiy Yanchuk

Exercises: Stefan Ruschel and Dmitry Puzyrev

Nonlinear Dynamics and Applications

Dynamical Systems play important role in many fields of applied mathematics and natural sciences. Examples are chemical reactions, planet motions, or neuronal dynamics. In this course, time-continuous and discrete dynamical systems will be introduced. First, such notions as equilibrium, periodic solutions, and their stability will be studied. Further, qualitative changes of dynamical systems with varying parameters (bifurcation theory) will be considered. Other topics are ordinary differential equations (geometric theory) and discrete maps.

This is part I of of the two-part lecture course. Part II will deal with more advanced topics of nonlinear dynamics.

Time and Place

Lecture: MA749; Thu: 10:00 - 12:00

Tutorial: MA143; Mo: 14:00 - 16:00

(16.10.2017 bis 16.02.2018)


  • Strogatz "Nonlinear dynamics and chaos, with applications to physics, biology, chemistry and engineering", Perseus Book, 2001.
  • S. Wiggins "Introduction to applied nonlinear dynamical systems and chaos",  2003 Springer.

Homework Assignments

! Important: No lecture on 15.02.2018 !

Zusatzinformationen / Extras


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