Research Topics
Recent Research of Unit "Operations Research and Control Systems" (ORCOS), 2014 − 2018
Main Research Topics
- Dynamic optimization of heterogeneous and spatial systems - 20%
- Numerical methods for optimal control and estimation - 10%
- Variational inequalities, stability and computation of equilibria – 20%
- Optimal control of ODE-systems - 10%
- Control models with hybrid dynamics, delays, impulse control - 15%
- Multiple equilibria, Skiba sets, Hopf and Bautin bifurcations – 5%
- Multistage optimal control and dynamic games – 10%
- Model predictive control - 5%
- Discrete optimization and games - 5%
Main Applications
- Business models for electric smart grids
- Endogenous growth in heterogeneous economies
- Global warming, emission restrictions, and behaviour of economic agents
- Contagious and evolutionary phenomena in heterogeneous populations
- Optimal harvesting pattern in heterogeneous populations
- Hybrid control models in economics; technological innovation and diffusion
- Efficient counter-insurgency measures and optimal control of deviant behaviour, illicit drugs, corruption, etc.
Research of Unit "Operations Research and Control Systems" (ORCOS), 2009 − 2014
Main research topics
- Dynamic optimization of heterogeneous systems - 35%
- Optimal control of ODE-systems - 30%
- Control models with hybrid dynamics, delays, stochastic inputs - 25%
- Discrete optimization and games - 10%
Main applications
- Endogenous growth in heterogeneous economies
- Global warming, emission restrictions, and behaviour of economic agents
- Contagious and evolutionary phenomena in heterogeneous populations
- Optimal prevention, treatment and law enforcement of illicit drug epidemics - click here for details
- Health economics: life-cycle dynamic optimization models regarding health care and retirement – click here for details
- Hybrid control models in economics
- Dynamic models for public security – click here for details
- Economic geography – click here for details
- Control of demographic parameters of fixed-size populations
- Modelling international conflict situations; Local interaction in finite population games