Theses on a related topic (having the same keywords):

linearny hamiltonovsky system, antihlavne riesenie, minimal principal solution, order of abnormality, kontrolovatelnost, linear hamiltonian system, antiprincipal solution, hlavne riesenie, rad abnormality, symplekticka matica, principal solution, minimalne hlavne riesenie, controllability, symplectic matrix

Keywords ordered alphabetically | Keywords ordered by occurrence rate

1.
Šepitka, Peter
Faculty: Faculty of Science
Year: 2014, studies completed, degree conferred: Ph.D.
Programme/field: Matematics (4-years) / Mathematical Analysis
Doctoral thesis defence: Theory of Principal Solutions at Infinity for Linear Hamiltonian Systems | Theses on a related topic Display description

2.
Bačík, Milan
Faculty: Faculty of Science
Year: 2013, studies completed, degree conferred: Mgr.
Programme/field: Mathematics / Mathematical Analysis
Master's thesis defence: Sturmova teorie pro diferenciální rovnice 2. řádu a Hamiltonovské systémy | Theses on a related topic

3.
Očadlíková, Zuzana
Faculty: Faculty of Social Studies
Year: 2012, studies completed, degree conferred: Bc.
Programme/field: Psychology / Psychology, Sociology
Bachelor's thesis defence: Sociální úzkostnost, online sebe-otvírání a vliv percepce kontrolovatelnosti online komunikace u uživatelů Facebooku v období vynořující se dospělosti | Theses on a related topic

4.
Družbíková, Kateřina
Faculty: Faculty of Science
Year: 2012, studies completed, degree conferred: Bc.
Programme/field: Mathematics / Mathematics
Bachelor's thesis defence: Řetězové zlomky a diferenční rovnice | Theses on a related topic

5.
Družbíková, Kateřina
Faculty: Faculty of Science
Year: 2014, studies completed, degree conferred: Mgr.
Programme/field: Mathematics / Statistics and Data Analysis
Master's thesis defence: Symplektické diferenční systémy | Theses on a related topic

6.
Dřímalová, Iva maiden name: Kocourková
Faculty: Faculty of Science
Year: 2016, studies completed, degree conferred: RNDr.
Programme/field: Mathematics / Mathematical Analysis
Advanced Master's thesis defence: Maticové Sturmovy-Liouvilleovy rovnice se singulárním vedoucím koeficientem | Theses on a related topic

7.
Dřímalová, Iva maiden name: Kocourková
Faculty: Faculty of Science
Year: 2021, studies completed, degree conferred: Ph.D.
Programme/field: Mathematics and Statistics / Mathematical Analysis
Doctoral thesis defence: Teorie antihlavních a hlavních řešení pro symplektické systémy na časových škálách | Theses on a related topic

8.
Haladová, Hana maiden name: Haladová
Faculty: Faculty of Science
Year: 2014, studies completed, degree conferred: Ph.D.
Programme/field: Matematics (4-years) / Mathematical Analysis
Doctoral thesis defence: Half-linear Euler Differential Equation: Perturbations and Oscillatory Properties | Theses on a related topic

9.
Haladová, Hana maiden name: Haladová
Faculty: Faculty of Science
Year: 2012, studies completed, degree conferred: RNDr.
Programme/field: Mathematics / Mathematical Analysis
Advanced Master's thesis defence: Oscilační vlastnosti perturbovaných Eulerových pololineárních diferenciálních rovnic | Theses on a related topic

10.
Heger, Martin
Faculty: Faculty of Science
Year: 2024, studies completed, degree conferred: Bc.
Programme/field: Mathematics / Mathematics
Bachelor's thesis defence: Analýza pseudoinverzních matic | Theses on a related topic

11.
Kšiňan, Albert
Faculty: Faculty of Social Studies
Year: 2013, studies completed, degree conferred: Mgr.
Programme/field: Psychology / Psychology
Master's thesis defence: Belief in the Weight Controllability as a predictor of Anti-Fat Bias | Theses on a related topic

12.
Pátíková, Zuzana
Faculty: Faculty of Science
Year: 2007, studies completed, degree conferred: Ph.D.
Programme/field: Matematics (4-years) / Mathematical Analysis
Doctoral thesis defence: Oscilační a asymptotická teorie pololineárních diferenciálních rovnic | Theses on a related topic

13.
Pospíšil, Tomáš
Faculty: Faculty of Science
Year: 2019, studies completed, degree conferred: Bc.
Programme/field: Mathematics / Applied Mathematics for Multi-Branches Study, Economics
Bachelor's thesis defence: Oscilační vlastnosti diferenciálních rovnic | Theses on a related topic