Асимптотска својства решења једначина Емден-Фаулера и њихових уопштења

Asymptotic properties of solutions of Emden-Fowler equations and their generalizations

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Author:

Mikić, Marija D.

Faculty:
University of Belgrade, Faculty of Mathematics
Date:
13-02-2018
Advisor:

Krtinić, Đorđe

Committee members:

Lažetić, Nebojša

Spalević, Miodrag

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http://eteze.bg.ac.rs/application/showtheses?thesesId=5893

https://fedorabg.bg.ac.rs/fedora/get/o:17874/bdef:Content/download

http://vbs.rs/scripts/cobiss?command=DISPLAY&base=70036&RID=50176271

http://nardus.mpn.gov.rs/123456789/9618

Abstract:

Predmet disertacije jeste ispitivanje asimptotskih svojstava resenja jednaqina Emden-Faulera i njihovih uopstena. Oblast ko- joj ova disertacija pripada jeste Kvalitativna analiza obicnih diferencijalnih jednacina...
 
The subject of this dissertation is the investigation of asymptotic properties of solutions for dierential equations of Emden-Fowler type and their generalizations. The eld to which this dissertation belongs is a Qualitative theory of ordinary dife- rential equations...

Keywords:

diferencijalna jednacina Emden-Faulera, super- linearna jednaqina, sublinearna jednaqina, asimptotsko ponasanje resenja, Kosijev problem; Emden-Fowler dierential equation, superlinear equation, sublinear equation, asymptotic behavior of solutions, Cauchy problem