Theses on a related topic (having the same keywords):
harmonic maps, non-linear sigma model, soliton, nelinearni sigma model, energie zobrazeni, riemannovska varieta, energy of a map, inverzni variacni problem, instanton, geodesic mappings, harmonicka zobrazeni, riemannian manifold, the inverse problem of calculus of variations, geodeticka zobrazeni, variacni pocet, calculus of variationsKeywords ordered alphabetically | Keywords ordered by occurrence rate
1.
Hronek, Stanislav
Faculty: Faculty of Science
Year: 2017, studies completed, degree conferred: Bc.
Programme/field: Physics / Physics
Bachelor's thesis defence: Diferenciální formy a variační teorie | Theses on a related topic
Faculty: Faculty of Science
Year: 2017, studies completed, degree conferred: Bc.
Programme/field: Physics / Physics
Bachelor's thesis defence: Diferenciální formy a variační teorie | Theses on a related topic
2.
Dřímalová, Iva maiden name: Kocourková
Faculty: Faculty of Science
Year: 2013, studies completed, degree conferred: Mgr.
Programme/field: Physics / Upper Secondary School Teacher Training in Mathematics, Upper Secondary School Teacher Training in Physics
Master's thesis defence: Variační počet a jeho aplikace | Theses on a related topic
Faculty: Faculty of Science
Year: 2013, studies completed, degree conferred: Mgr.
Programme/field: Physics / Upper Secondary School Teacher Training in Mathematics, Upper Secondary School Teacher Training in Physics
Master's thesis defence: Variační počet a jeho aplikace | Theses on a related topic
3.
Havlíčková, Lucie
Faculty: Faculty of Science
Year: 2017, studies completed, degree conferred: Mgr.
Programme/field: Mathematics / Applied Mathematics for Multi-Branches Study, Economics
Master's thesis defence: Variační počet a jeho aplikace v ekonomických úlohách | Theses on a related topic
Faculty: Faculty of Science
Year: 2017, studies completed, degree conferred: Mgr.
Programme/field: Mathematics / Applied Mathematics for Multi-Branches Study, Economics
Master's thesis defence: Variační počet a jeho aplikace v ekonomických úlohách | Theses on a related topic
4.
Suchánek, Ondřej
Faculty: Faculty of Science
Year: 2021, studies completed, degree conferred: Bc.
Programme/field: Physics / Mathematics with a view to Education, Physics with a view to Education
Bachelor's thesis defence: Úvod do variačního počtu | Theses on a related topic
Faculty: Faculty of Science
Year: 2021, studies completed, degree conferred: Bc.
Programme/field: Physics / Mathematics with a view to Education, Physics with a view to Education
Bachelor's thesis defence: Úvod do variačního počtu | Theses on a related topic
5.
Čermák, Martin
Faculty: Faculty of Science
Year: 2006, studies completed, degree conferred: Mgr.
Programme/field: Physics / Physics
Master's thesis defence: Pohybové rovnice, rovnice pole a zákony zachování ve variačních formulacích fyzikálních teorií | Theses on a related topic
Faculty: Faculty of Science
Year: 2006, studies completed, degree conferred: Mgr.
Programme/field: Physics / Physics
Master's thesis defence: Pohybové rovnice, rovnice pole a zákony zachování ve variačních formulacích fyzikálních teorií | Theses on a related topic
6.
Furišová, Tereza
Faculty: Faculty of Science
Year: 2015, studies terminated for failure to fulfill study requirements
Programme/field: Mathematics / Finance Mathematics
Master's thesis defence: Základy variačního počtu | Theses on a related topic
Faculty: Faculty of Science
Year: 2015, studies terminated for failure to fulfill study requirements
Programme/field: Mathematics / Finance Mathematics
Master's thesis defence: Základy variačního počtu | Theses on a related topic
7.
Suchánek, Radek
Faculty: Faculty of Science
Year: 2023, studies completed, degree conferred: Ph.D.
Programme/field: Mathematics and Statistics / Geometry, Topology and Geometric Analysis
Doctoral thesis defence: Geometric structures and methods in view of their applications in Mathematical Physics | Theses on a related topic
Faculty: Faculty of Science
Year: 2023, studies completed, degree conferred: Ph.D.
Programme/field: Mathematics and Statistics / Geometry, Topology and Geometric Analysis
Doctoral thesis defence: Geometric structures and methods in view of their applications in Mathematical Physics | Theses on a related topic