We use dynamical systems mathematics to describe: chemical reactions, signal patterns in the human nervous system, robot movements, kinematics of planetary systems.
Reduction of equations. By applying dynamical systems mathematics, you may reduce the amount of equations to solve large and extremely complex practical problems raised in such fields as: chemistry, economy, biotechnology.
Advanced mathematical techniques. We utilise advanced mathematical techniques to reduce the number of computations to a manageable level. This allows us to obtain a better understanding of highly detailed structures such as a flow with many vortices.
Stochastic Dynamical Systems
Energy and Climate Themes