Institute of Information Theory and Automation

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Projects

Department: ZS Duration: 2006 - 2006 Grantor: FG
Department: ZS Duration: 2006 - 2006 Grantor: FG
Department: E Duration: 2006 - 2008 Grantor: GACR
Economic systems exhibit many types of bifurcations such as pitchfork bifurcations in the tatonement process, transcritical bifurcations in the Bergstrom-Newman-Wymer continuous-time macroeconometric model, Hopf bifurcations in the growth models.
Department: ZOI Duration: 2006 - 2007 Grantor:
Bilateral Czech-Slovak cooperation agreement
Department: E Duration: 2006 - 2008 Grantor: GACR
The goal of the proposed project is the construction and the verification of a new model of a financial market's behaviour. The model is aimed to assume the heterogeneity of the agents and the non-synchronicity of the agent's actions, to consider the microstructure of the market (i.e.
Department: E Duration: 2006 - 2011 Grantor: MSMT
Formulate and analyze nonlinear dynamical economical models and their application in macroeconomics analysis using in real economy.
Department: AS Duration: 2006 - 2008 Grantor: GACR
The proposed project deals with urban traffic feedback control systems. The general objective of the project is the enrichment of the complete design line of LQG controllers so that it will cover steps related to state estimation, ideally with mixed-type (continuous and discrete) states.
Department: ZOI Duration: 2006 - 2011 Grantor: MSMT
Knowledge system, which has been designed, will implement basic tasks with geodata: 1. classification of digital images, 2. georeferencing, 3. definition of basic parametres of the gravity field, 4.
Department: ZOI Duration: 2006 - 2007 Grantor:
Cílem projektu je zvýšení rozlišení (superresolution – SR) digitálních snímků a videa. Úkolem SR je vylepšit prostorové rozlišení snímků a překročit fyzikální omezení senzorů. Ústřední myšlenka SR spočívá ve sloučení sekvence snímků s nízkým rozlišením a vytvoření snímku s vysokým rozlišením.
Department: SI Duration: 2006 - 2010 Grantor:
The project is devoted to basic research in mathematics, probability and statistics, with applications to neurophysiology and economics. A broad new class of random point processes in space and time will be developed and its properties investigated mainly analytically and also by means of simulations. Advanced probabilistic tools will be enhanced to solve complex modeling problems.

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