Title
Dvosmerni i dvokoračni ubrzani metodi za bezuslovnu optimizaciju : doktorska disertacija
Creator
Petrović, Milena J. 1975-
Copyright date
2014
Object Links
Select license
Autorstvo-Nekomercijalno-Bez prerade 3.0 Srbija (CC BY-NC-ND 3.0)
License description
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Language
Serbian
Cobiss-ID
Theses Type
PhD thesis
Other responsibilities
mentor
Stanimirović, Predrag 1959-
član komisije
Milovanović, Gradimir 1948-
član komisije
Rakočević, Vladimir 1953-
član komisije
Cvetković-Ilić, Dragana 1977-
član komisije
Rajković, Predrag
Academic Expertise
Prirodno-matematičke nauke
Academic Title
-
University
Univerzitet u Nišu
Faculty
Prirodno-matematički fakultet
Group
Odsek za matematiku i informatiku
Title translated
ACCELERATED DOUBLE DIRECTION AND DOUBLE STEP SIZE METHODS FOR UCONSTRAINED OPTIMIZTION
Publisher
Niš : [M. J. Petrović]
Format
PDF/A (168 listova)
description
Umnoženo za odbranu.
Univerzitet u Nišu, Prirodno-matematički fakultet, Departman za matematiku, 2015.
Bibliografija: list. 147-150.
Bibliografija: spisak prihvaćenih i objavljenih naučnih radova: list.1-2.
Biografija: str. [151]
Izvod ; Abstract.
description
Operational research
Abstract (en)
This thesis is based on the originally published papers as well
as on the results first introduced herein. Taking into account
known gradient methods for non-conditional optimization, new
accelerated models with specific double direction and double
step size formulations for related problem solving are
proposed and described in this paper. The emphasis was put
on accelerated parameters of these models. The conducted
convergence analysis and numerical experiments' results with
new iterative patterns confirm theoretical importance of these
new methods.
Authors Key words
Matematika, Operaciona istraživanja, numerička analiza,
matematičko programiranje, optimizacija
Authors Key words
mathematics, Operational research, numerical analysis, mathematical
programming, optimization
Subject
519.6
Subject
519.8
Type
Elektronska teza
Abstract (en)
This thesis is based on the originally published papers as well
as on the results first introduced herein. Taking into account
known gradient methods for non-conditional optimization, new
accelerated models with specific double direction and double
step size formulations for related problem solving are
proposed and described in this paper. The emphasis was put
on accelerated parameters of these models. The conducted
convergence analysis and numerical experiments' results with
new iterative patterns confirm theoretical importance of these
new methods.
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