Browsing by Author Krejić, Nataša


Or, select a letter below to browse by last name
0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
Showing results 1 to 20 of 86  next >
Issue DateTitleAuthor(s)
2013A gradient method for unconstrained optimization in noisy environmentKrejić Nataša ; Luzanin Zorana ; Stojkovska I.
2015A nonmonotone line search method for noisy minimizationKrejić Nataša ; Luzanin Zorana ; Nikolovski Filip; Stojkovska I.
2016Barzilai–Borwein method with variable sample size for stochastic linear complementarity problemsKrejić Nataša ; Krklec Jerinkić Nataša ; Rapajić Sanja 
1994Column Relaxation Method and Hybrid AccelerationHerceg Dragoslav; Krejić Nataša 
1995Computation of coefficients of difference formulas on an arbitrary meshHerceg Đ.; Krejić N. 
1992Convergence of the unsymmetric successive overrelaxation method for SDD matricesCvetković Ljiljana ; Krejić Nataša 
1996Convergence results for fixed point iterations in RHerceg Dragoslav; Krejić Nataša 
2015Descent direction method with line search for unconstrained optimization in noisy environmentKrejić Nataša ; Luzanin Zorana ; Ovcin Zoran ; Stojkovska I.
2016Distributed first and second order methods with increasing number of working nodesBajović Dragana ; Jakovetić Dušan ; Krejić Nataša ; Krklec Jerinkić Nataša 
19-Apr-2017Distributed first and second order methods with increasing number of working nodesJakovetić, Dušan ; Krklec Jerinkić, Nataša ; Krejić, Nataša ; Bajović, Dragana 
2016Distributed Gradient Methods with Variable Number of Working NodesBajović Dragana ; Jakovetić Dušan ; Krejić Nataša ; Krklec Jerinkić Nataša 
2020Distributed second order methods with increasing number of working nodesKrklec Nataša; Jakovetić Dušan ; Krejić Nataša ; Bajović Dragana 
1-Jul-2019Distributed Trust-Region Method with First Order ModelsArmacki A.; Jakovetić, Dušan ; Krejić, Nataša ; Krklec Jerinkić, Nataša 
2019Exact spectral-like gradient method for distributed optimizationJakovetić Dušan ; Krejic Natasa ; Krklec Nataša
1994Extensions of the Convergence Area for the AOR Method with Gaussian EliminationHerceg D.; Krejić N. 
1995Fixed point iterations in RHerceg D.; Krejić N. 
2009Gauss-Newton-based BFGS method with filter for unconstrained optimizationKrejić Nataša ; Lužanin Zorana ; Stojkovska Irena
2000Globally convergent incomplete decomposition algorithms for discrete dynamic nonlinear modelsKrejić N. ; Lopes V.; Martinez J. M.; Peres R.
2003Globally convergent inexact quasi - Newton methods for solving nonlinear systemsBirgin E. G.; Krejić N. ; Martinez J. M.
2000Globally convergent inexact-Newton method for solving reducible nonlinear systems of equationsKrejić N. ; Martinez J. M.