• Random processes and real applications
• Bayesian prediction model of stochastic system (distribution, equations)
• Continuous and discrete model - simulation of dynamical systems
• System state, state-space model, filtering (Kalman filter)
• Estimation of model parameters - Bayes relation, reproducibility, exponential family of distributions
• Estimation statistics of continuous and discrete model, on-line recalculation of statistics, point estimates
• Estimation of models with non-Gaussian or non-categorical distribution reproducibility, point estimates
• Prediction with Bayesian model
• Finite interval control, dynamic programming, Riccati equations, algorithmization
• Mixture models of distributions with continuous and discrete components, hierarchical mixtures
• Estimation of mixture of distributions
• Mixture estimation for clustering and classification
• Hierarchical mixture estimation
• Prediction with mixture model
Calendars at the Faculty of Transportation Sciences, CTU in Prague