Okrajové úlohy s nelokálními podmínkami pro lineární systémy funkcionálních diferenciálních rovnic – Mgr. Martina Bobalová, Ph.D.
Mgr. Martina Bobalová, Ph.D.
Doctoral thesis
Okrajové úlohy s nelokálními podmínkami pro lineární systémy funkcionálních diferenciálních rovnic
On a nonlokal boundry valve problem for linear systems of functional differential equations
Abstract:
The question on the existence and uniqueness of a solution of the system of functional differential equations (particularly pantograph equation) with boundary conditions (multi-point, integral condition, ...) is studied. We construct the solution of the generalized equation of the pantograph with multi-point boundary condition and give some examples.Keywords
Linear functional differential equations systems with more deviating arguments general equation of the pantograph systems with small parameter linear boundary conditions multi-point and integral boundary conditions Fredholm property effective criteria of the solvability construction of the solution.
Language used: Czech
Date on which the thesis was submitted / produced: 23. 5. 2007
Identifier:
https://is.muni.cz/th/xav16/
Thesis defence
- Date of defence: 25. 5. 2007
- Supervisor: doc. RNDr. Bedřich Půža, CSc.
Citation record
ISO 690-compliant citation record:
BOBALOVÁ, Martina. \textit{Okrajové úlohy s nelokálními podmínkami pro lineární systémy funkcionálních diferenciálních rovnic}. Online. Doctoral theses, Dissertations. Brno: Masaryk University, Faculty of Science. 2007. Available from: https://theses.cz/id/2kp3ko/.
Full text of thesis
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Published in Theses:- světu
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Institution archiving the thesis and making it accessible: Masarykova univerzita, Přírodovědecká fakultaMasaryk University
Faculty of ScienceDoctoral programme / field:
Mathematics / Mathematical Analysis
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