1 General topics of doctoral theses and the supervisors for doctoral study in academic year 2012/2013 January 2012
3 Computer Science and Engineering Computer Science and Engineering A1 Efficient service and component substitutability for resource-constrained Ing. Přemysl Brada, Ph.D. scenarious A2 Visualization of complex modular software systems Ing. Přemysl Brada, Ph.D. A3 Registration Methods for Global Reference Body Doc.Ing.Josef Kohout,Ph.D. A4 Mutual interaction of soft-body objects Doc.Ing.Josef Kohout,Ph.D. A5 Morphing of triangulated models Prof.Dr.Ing.Ivana Kolingerová A6 Hierarchical models for huge data in the area of computer graphics and its Prof.Dr.Ing.Ivana kolingerová applications A7 Methodology of ontology creation for formal description of sentence Prof.Ing.Václav Matoušek,CSc. semantics A8 Effective system for meaning extraction from spontaneous speech Prof.Ing.Václav Matoušek,CSc. recordings A9 Semantic analysis of natural sentences and their formalization Prof.Ing.Václav Matoušek,CSc. A10 Proposal and realization of a software tool for biomedical information Prof.Ing.Václav Matoušek,CSc. extraction A11 Analysis and processing of medical signals of special kinds Prof.Ing.Václav Matoušek,CSc. A12 Natural language processing and ontological knowledge management Prof.Ing.Václav Matoušek,CSc. A13 Generative programming, feature modelling and reuse in software Ing. Ondřej Rohlík, Ph.D. engineering A14 High-integrity software design and formal verification of software Ing. Ondřej Rohlík, Ph.D. properties on model or code level A15 New approaches to aspect oriented programming Ing. Ondřej Rohlík, Ph.D. A16 Intelligent software agents in simulations or computer games Ing. Ondřej Rohlík, Ph.D. Mathematics Applied Mathematics č. Téma Školitel A1 Algorithms for hard problems in combinatorial optimization Doc. Ing. Roman Čada, Ph.D. A2 Application of the method of transfer of conditions to the Prof. RNDr. Petr Přikryl, CSc. numerical solution of moving boundary problems A3 Computational fluid dynamics Doc. Ing. Marek Brandner, Ph.D. A4 Continuous Models of Stochastic Dynamics Doc. RNDr. Bohdan Maslowski, A5 Covering and factorization problems in graph theory Doc. Ing. Roman Čada, Ph.D. A6 Fučík spectra of continuous and discrete operators Doc. Ing. Gabriela Holubová, Ph.D. A7 Geometric fractional Brownian motion and its applications Doc. RNDr. Bohdan Maslowski, A8 Geometric modelling - continuous and discrete objects Doc. RNDr. František Ježek, CSc. A9 Homogenization of PDE with periodically heterogeneous coefficients - modeling of optical or acoustic wave dispersion on interfaces A10 Chromatic graph theory Doc. RNDr. Tomáš Kaiser, Ph.D. A11 Mathematical and numerical modelling of non-equilibrium phase Prof. RNDr. Petr Přikryl, CSc. transitions A12 Mathematical models of theoretical ecology Prof. RNDr. Vlastimil Křivan, CSc. A13 Modelling of material memory and fatigue RNDr. Pavel Krejčí, CSc. A14 Multipoint boundary value problems for ordinary differential Prof. RNDr. Pavel Drábek, equations 1
4 A15 Nonlinear boundary value problems for ordinary differential equations of higher order A16 Nonlinear boundary value problems for partial differential equations of the second order with degenerated and singular coefficients A17 Nonlinear eigenvalue problems, characterization of the spectrum b A18 Nonlinear functional analysis and its applications - application to mathematical physics A19 Nonlinear functional analysis and its applications - variational methods and optimization A20 Nonsmooth models for the phase transitions, classification of the critical energy levels A21 Numerical methods for systems of PDEs describing porous media saturated by fluids - convection-diffusion in biomechanics A22 Numerical modelling - effective numerical methods for solving large-scale elliptic problems A23 Numerical modelling - numerical methods in linear and nonlinear elasticity A24 Numerical methods for transport equation A25 Qualitative and computational methods in the study of nonlinear problems A26 Qualitative and quantitative properties of nonlinear boundary problems A27 Reaction-diffusion systems with unilateral conditions, interpretation in biology A28 Shape optimization for problems constrained by multiscale PDEs - optimal design of metamaterials A29 Special classes of curves and surfaces studying in alternative geometric systemsb A30 Structural problems in Hamiltonian graph theory A31 Two-scale convergence and Gamma convergence for nonlinear PDE problems. A32 Variational inequalities - bifurcation and stability, interpretation in physics and biology Prof. RNDr. Pavel Drábek, Prof. RNDr. Pavel Drábek, Prof. RNDr. Pavel Drábek, RNDr. Petr Tomiczek, CSc. RNDr. Petr Tomiczek, CSc. Prof. RNDr. Pavel Drábek, Doc. Ing. Josef Daněk, Ph.D. Doc. Ing. Josef Daněk, Ph.D. Doc. Ing. Marek Brandner, Ph.D. Doc. Ing. Petr Girg, Ph.D. Doc. Ing. Gabriela Holubová, Ph.D. Prof. RNDr. Milan Kučera, RNDr. Miroslav Lávička, Ph.D. Prof. RNDr. Zdeněk Ryjáček, Prof. RNDr. Milan Kučera, Geomatics Geomatics No. Topic Supervisor A1 Application of GNSS for monitoring of atmosphere Ing. Jan Douša, PhD. A2 Application of potential theory for determination of the Earth s gravity field RNDr. Ing. Petr Holota, A3 Computation of a precise local gravity field model for height transformation in the Czech Republic A4 Determination of temporal variations of the Earth s gravity field from available local gravity data or global geopotential models Ing. Vojtech Pálinkáš, PhD. A5 Forward modelling in geodesy A6 GPS in the process of creation, management and maintenance of cadastral records doc. Ing. Václav Čada, CSc. Prof. Ing. Jan Kostelecký, A7 Gravity field mapping through combination of heterogeneous gravity field data RNDr. Ing. Petr Holota, i A8 Information systems of public administration in information society doc. Ing. Václav Čada, CSc. doc. Ing. Jiří Šíma, CSc. 2
5 A9 Interpretation of temporal variations of the Earth s gravity field by using known geophysical phenomena prof. Ing. Jan Kostelecký, A10 Mapping the Earth s gravity field by satellite sensors and processing of observed data prof. Ing. Jan Kostelecký, A11 Optimizing a land data model for selected GIT areas doc. Ing. Václav Čada, CSc. Ing. Jiří Poláček, CSc. A12 Optimizing triangulations for cartographic computations prof. Dr. Ing. Ivana Kolingerová A13 Robust methods for quality assessment of digital terrain models doc. Ing. Jiří Šíma, CSc. doc. Ing. Václav Čada, CSc. doc. RNDr. František Ježek, CSc. A14 State map and their application in the GIT doc. Ing. Václav Čada, CSc. doc. Ing. Jiří Šíma, CSc. A15 TIN and solutions to various problems in geomatics prof. Dr. Ing. Ivana Kolingerová doc. RNDr. František Ježek, CSc. Applied Sciences and Computer Engineering Applied Mechanics A1 Modeling of the random vibrating structures Prof. Dr. Ing. Jan Dupal A2 Parametric vibrations of the non-symetrical rotors Prof. Dr. Ing. Jan Dupal A3 Modelling of contact surfaces with a damaged location Doc. Ing. Jaromír Švígler, CSc. A4 Nonlinear normal modes in vibro-impact systems Prof. Ing. Vladimír Zeman, Ing. Miroslav Byrtus, Ph.D. A5 Modeling of the thermoelastic instability of extremely loaded break discs caused by friction 3 Prof. Ing. Josef Rosenberg, RNDr. Josef Voldřich, CSc. A6 Advanced joints of composite components Prof. Ing. Vladislav Laš, CSc. Ing. Radek Kottner, Ph.D. A7 Modelling of rubber components with respect to changes of machanical properties caused by working conditions Prof. Ing. Vladislav Laš, CSc. Special supervisor Ing. Radek Kottner, Ph.D. A8 Damage of interface of composite materials Ing. Robert Zemčík, Ph.D. Special supervisor Ing. Tomáš Kroupa, Ph.D. A9 Stability of composite structures Ing. Robert Zemčík, Ph.D. Special supervisor Ing. Tomáš Kroupa, Ph.D. A10 Shape optimization in acoustic wave propagation Doc. Dr. Ing. Eduard Rohan A11 Shape optimization in fluid flow problems Doc. Dr. Ing. Eduard Rohan Ing. Robert Cimrman, Ph.D. A12 Modelling of wave propagation and dispersion in fluid saturated porous Doc. Dr. Ing. Eduard Rohan media A13 Modelling of pulsatile blood flow in a bypass model with compliant walls Doc. Ing. Jan Vimmr, Ph.D. A14 Modelling of turbulent flows using two-equation turbulence models Doc. Ing. Jan Vimmr, Ph.D. A15 Modelling non-newtonian fluids in biomechanics Prof. Ing. Jiří Křen, CSc. A16 Modelling of growth and remodelling of tissues and smart materials Prof. Ing. Josef Rosenberg, A17 The complex biomechanical modelling of the organs in the human body Prof. Ing. Josef Rosenberg, A18 Application of multiscale tissue description for development of their Doc. Dr. Ing. Eduard Rohan microstructure-oriented models A19 Modelling of contact in heterogeneous and multiphase media Doc. Dr. Ing. Eduard Rohan A20 Shape and topology optimization Doc. Dr. Ing. Eduard Rohan A21 Two-scale models in continuum mechanics with applications in Doc. Dr. RNDr. Miroslav Holeček biomechanics A22 Modelling of living tissue based on stereological assessment of their microscopic structure Doc. Dr. RNDr. Miroslav Holeček Doc. MUDr.Mgr. Zbyněk Tonar, Ph.D.
6 A23 Extended continuum models Doc. Dr. RNDr. Miroslav Holeček A24 The study of materials that simulate behaviour of smooth muscle tissues Doc. Dr. RNDr. Miroslav Holeček školitel specialista Doc. RNDr. Ivan Krakovský, CSc. (MFF UK) A25 Reliability Assessment of Composite Steel-Concrete Structures using SBRA Prof. Ing. Pavel Marek, method A26 Formulation of the Rules of probabilistic Simulation Based Reliability Prof. Ing. Pavel Marek, Assessment Method SBRA applicable in Codes A27 Reliability analysis of fibre concrete subject to fatigue with variable Doc. Ing. Petr Brož, amplitude (especially SBRA application) A27 Fracture of anisotropic thin-walled structures applying multiscale numerical methods Doc. Ing. Petr Brož, Applied Sciences and Computer Engineering Cybernetics A1 Sliding mode control Prof.Ing.Miloš Schlegel, CSc. A2 Robust pole placement by output feedback Prof.Ing.Miloš Schlegel, CSc. A3 Active damping of vibration Prof.Ing.Miloš Schlegel, CSc. A4 Robust modal control of LTI systems Prof.Ing.Miloš Schlegel, CSc. A5 Model predictive control with constraints Prof.Ing.Miloš Schlegel, CSc. A6 Motion control systems Prof.Ing.Miloš Schlegel, CSc. A7 Speech Recognition and Understanding Prof.Ing.Josef Psutka, CSc. Doc.Ing.Luděk Műller, Ph.D. A8 Technical Diagnostics Prof.Ing.Josef Psutka, CSc. Doc.Ing.Luděk Műller, Ph.D. A9 Voice Dialog Systems with speech synthesis, recognition, and understanding Prof.Ing.Josef Psutka, CSc. Doc.Ing.Luděk Műller, Ph.D. A10 Audiovisual Speech Recognition Doc.Ing.Luděk Műller, Ph.D. A11 Speech Signal Processing and Recognition Doc.Ing.Dr.Vlasta Radová A12 State estimation of nonlinear or non-gaussion stochastic systems Prof.Ing.Miroslav Šimandl, CSc. A13 Active fault detection Prof.Ing.Miroslav Šimandl, CSc. A14 System identification and control with neural networks Prof.Ing.Miroslav Šimandl, CSc. A15 Adaptive signal processing Prof.Ing.Miroslav Šimandl, CSc. A16 Adaptive dual control Prof.Ing.Miroslav Šimandl, CSc. A17 State estimation and fault detection methods with GPS data: Personal Prof.Ing.Miroslav Šimandl, CSc. positioning and navigation A18 Computer Speech Synthesis Ing.Jindřich Matoušek,Ph.D A19 Multimodal processing of speech and sign language Ing.Miloš Železný,Ph.D. A20 Machine vision for medical and technical diagnostics Ing.Miloš Železný,Ph.D. A21 Remote sensing Ing.Miloš Železný,Ph.D. Applied Sciences and Computer Engineering Plasma Physics and Physics of Thin Films A1 Physical processes in laser welding of materials Doc. Ing. Milan Honner, Ph.D. A2 Hard coatings with enhanced toughness produced by magnetron sputtering Prof. Ing. Jindřich Musil, A3 Nano-multilayers prepared by sputtering and their properties Prof. Ing. Jindřich Musil, A4 Ab-initio calculations of electronic states in non-periodic structures RNDr. Jiří Vackář, CSc. A5 Computer modelling of complex thin-film materials Prof. RNDr. Jaroslav Vlček, CSc. A6 Reactive high power impulse magnetron sputtering of dielectric films Prof. RNDr. Jaroslav Vlček, CSc. 4