Theses metadata

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Creator:	Konatar, Nikola, 1991-
Title:	Zakoni održanja u okviru stohastičkih i deterministričkih modela
Copyright date:	2022
Trajni link:	https://phaidra.ucg.ac.me/detail_object/o:1793?tab=0#mda
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Select license:	Autorstvo-Nekomercijalno-Bez prerade 3.0 Srbija (CC BY-NC-ND 3.0)

Academic metadata

Theses Type:	Phd. theses
Academic Expertise :	Prirodno-matematičke nauke
Academic Title:	doktor nauka - matematičke nauke
University:	Univerzitet Crne Gore
Faculty:	Prirodno-matematički fakultet
Group:	Studijski program Matematika

Other Theses Metadata

Title translated:	Conservation laws in the framework of stochastic and deterministic models
Publisher:	[N. Konatar]
Format:	PDF/A (81 list)
Other responsibilities:	Mitrović, Darko, 1977- (mentor)
Other responsibilities:	Obradović, Oleg, 1964- (član komisije)
Other responsibilities:	Kalaj, David, 1971- (član komisije)
Other responsibilities:	Popivoda, Goran, 1984- (član komisije)
Other responsibilities:	Konjik, Sanja (član komisije)
Abstract:	Cilj ove disertacije je dobijanje novih rezultata iž oblasti zakona održanja. Precižnije, ispitujemo ponaSanje interfejsa ižmeđu dva nemjeSljiva fluida, razmatramo skalarne žakone održanja kod kojih fluks ima prekide u odnosu na prostornu prom- jenljivu i dobijamo uslove egžistencije i jedinstvenosti rjesenja, i tražimo uslove egžis- tencije i jedinstvenosti rjesenja stohastičkih skalarnih žakona održanja.
Abstract:	The aim of this thesis is obtaining new results in the area of con- servation laws. More precisely, we study the behavior of the interface between two immiscible fluids, we consider scalar conservation laws with discontinuous flux with respect to the space variable and we obtain conditions for the existence and uniqueness of solutions in a special case, and we search for conditions for existence and uniqueness of solutions to stochastic scalar conservation laws.
Authors Key words:	skalarni žakon održanja, Darcy-jev žakon, H-mjere, H-distribucije, stohastički skalarni žakon održanja, uslovi dopustivosti, kineticko rjesenje
Authors Key words:	scalar conservation laws, Darcy’s law, H-measures, H-distributions, stochastic scalar conservation laws, admissibility conditions, kinetic solutions
Classification:	519.21(043.3)
Language:	Serbian
Identifier:	26372356
Type:	Tekst.

Abstract:

Cilj ove disertacije je dobijanje novih rezultata iž oblasti zakona održanja. Precižnije, ispitujemo ponaSanje interfejsa ižmeđu dva nemjeSljiva fluida, razmatramo skalarne žakone održanja kod kojih fluks ima prekide u odnosu na prostornu prom- jenljivu i dobijamo uslove egžistencije i jedinstvenosti rjesenja, i tražimo uslove egžis- tencije i jedinstvenosti rjesenja stohastičkih skalarnih žakona održanja.