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**

- Time-series analysis and forecasting
- Modeling of dynamic stochastic systems
- Stochastic control theory

**Energy and Climate Themes**

- Modelling of thermal dynamical systems
- Environmetrics
- Phyto
- Forecasting
- Solar power forecasting
- Wind