Theses on a related topic (having the same keywords):
unique solvability, singular cauchy problem, functional differential equation, singular solution, boundary value problem, non-local conditionKeywords ordered alphabetically | Keywords ordered by occurrence rate
1.
Magerová, Veronika
Faculty: Faculty of Science
Year: 2015, studies completed, degree conferred: Bc.
Programme/field: Mathematics / Financial and Insurance Mathematics
Bachelor's thesis defence: Numerické metody pro finanční matematiku | Theses on a related topic
Faculty: Faculty of Science
Year: 2015, studies completed, degree conferred: Bc.
Programme/field: Mathematics / Financial and Insurance Mathematics
Bachelor's thesis defence: Numerické metody pro finanční matematiku | Theses on a related topic
2.
Pekárková, Eva
Faculty: Faculty of Science
Year: 2009, studies completed, degree conferred: Ph.D.
Programme/field: Matematics (4-years) / Mathematical Analysis
Doctoral thesis defence: Asymptotic properties of second order differential equation with p-Laplacian | Theses on a related topic
Faculty: Faculty of Science
Year: 2009, studies completed, degree conferred: Ph.D.
Programme/field: Matematics (4-years) / Mathematical Analysis
Doctoral thesis defence: Asymptotic properties of second order differential equation with p-Laplacian | Theses on a related topic
3.
Porembová, Alexandra
Faculty: Faculty of Science
Year: 2015, studies completed, degree conferred: Bc.
Programme/field: Physics / Mathematics with a view to Education, Physics with a view to Education
Bachelor's thesis defence: Motivační základy k teorii integrálních rovnic | Theses on a related topic
Faculty: Faculty of Science
Year: 2015, studies completed, degree conferred: Bc.
Programme/field: Physics / Mathematics with a view to Education, Physics with a view to Education
Bachelor's thesis defence: Motivační základy k teorii integrálních rovnic | Theses on a related topic
4.
Vacková, Jitka
Faculty: Faculty of Science
Year: 2016, studies completed, degree conferred: Ph.D.
Programme/field: Matematics (4-years) / Mathematical Analysis
Doctoral thesis defence: Asymptotic Properties of Solutions of Functional Differential Equations | Theses on a related topic
Faculty: Faculty of Science
Year: 2016, studies completed, degree conferred: Ph.D.
Programme/field: Matematics (4-years) / Mathematical Analysis
Doctoral thesis defence: Asymptotic Properties of Solutions of Functional Differential Equations | Theses on a related topic