@ARTICLE{
author={Dincic Nebojsa C,Djordjevic Bogdan D},
year={2022},
title={On the intrinsic structure of the solution set to the Yang-Baxter-like matrix equation},
journal={REVISTA DE LA REAL ACADEMIA DE CIENCIAS EXACTAS FISICAS Y NATURALES SERIE A-MATEMATICAS},
volume={116},
number={2},
pages={-},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C},
year={2020},
title={Mixed-type reverse order law, ternary powers and functional calculus},
journal={REVISTA DE LA REAL ACADEMIA DE CIENCIAS EXACTAS FISICAS Y NATURALES SERIE A-MATEMATICAS},
volume={114},
number={1},
pages={-},
document_type={Article},
} 

@ARTICLE{
author={Djordjevic Bogdan D,Dincic Nebojsa C},
year={2019},
title={Classification and Approximation of Solutions to Sylvester Matrix Equation},
journal={FILOMAT},
volume={33},
number={13},
pages={4261-4280},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C},
year={2019},
title={Solving the Sylvester Equation Ax - Xb = C When Sigma(A) Boolean and Sigma(B) Not Equal Empty Set},
journal={ELECTRONIC JOURNAL OF LINEAR ALGEBRA},
volume={35},
number={},
pages={1-23},
document_type={Article},
} 

@ARTICLE{
author={Djordjevic Bogdan D,Dincic Nebojsa C},
year={2018},
title={Solving the Operator Equation AX - XB = C with Closed A and B},
journal={INTEGRAL EQUATIONS AND OPERATOR THEORY},
volume={90},
number={5},
pages={-},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C},
year={2016},
title={Extending the Moore-Penrose Inverse},
journal={FILOMAT},
volume={30},
number={2},
pages={419-428},
document_type={Article},
} 

@ARTICLE{
author={Mosic Dijana V,Dincic Nebojsa C},
year={2014},
title={Reverse Order Law (ab)(+) = b(+)(a(+)abb(+))(+)a(+) in Rings with Involution},
journal={FILOMAT},
volume={28},
number={9},
pages={1791-1815},
document_type={Article},
} 

@ARTICLE{
author={Rakic Dragan S,Dincic Nebojsa C,Djordjevic Dragan S},
year={2014},
title={Group, Moore-Penrose, core and dual core inverse in rings with involution},
journal={LINEAR ALGEBRA AND ITS APPLICATIONS},
volume={463},
number={},
pages={115-133},
document_type={Article},
} 

@ARTICLE{
author={Rakic Dragan S,Dincic Nebojsa C,Djordjevic Dragan S},
year={2014},
title={Core inverse and core partial order of Hilbert space operators},
journal={APPLIED MATHEMATICS AND COMPUTATION},
volume={244},
number={},
pages={283-302},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C,Djordjevic Dragan S},
year={2014},
title={Hartwig's triple reverse order law revisited},
journal={LINEAR & MULTILINEAR ALGEBRA},
volume={62},
number={7},
pages={918-924},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C,Djordjevic Dragan S},
year={2013},
title={Identities concerning the reverse order law for the Moore-Penrose inverse},
journal={APPLIED MATHEMATICS AND COMPUTATION},
volume={220},
number={},
pages={439-445},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C,Djordjevic Dragan S},
year={2013},
title={Basic reverse order law and its equivalencies},
journal={AEQUATIONES MATHEMATICAE},
volume={85},
number={3},
pages={505-517},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C,Djordjevic Dragan S},
year={2011},
title={Mixed-type reverse order law for products of three operators},
journal={LINEAR ALGEBRA AND ITS APPLICATIONS},
volume={435},
number={11},
pages={2658-2673},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C,Djordjevic Dragan S,Mosic Dijana V},
year={2011},
title={Mixed-type reverse order law and its equivalents},
journal={STUDIA MATHEMATICA},
volume={204},
number={2},
pages={123-136},
document_type={Article},
} 

@ARTICLE{
author={Djordjevic Dragan S,Dincic Nebojsa C},
year={2010},
title={Reverse order law for the Moore-Penrose inverse},
journal={JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS},
volume={364},
number={1},
pages={252-261},
document_type={Article},
} 

@ARTICLE{
author={Dincic Nebojsa C},
year={2009},
title={Matrix splittings and generalized inverses},
journal={PUBLICATIONES MATHEMATICAE-DEBRECEN},
volume={74},
number={3-4},
pages={233-247},
document_type={Article},
}