1. Research with MATF

Rakić, Zoran

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Rakić, Zoran
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Rakić, Z.
Rakic, Z
 
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Publications

Results 1-20 of 27 (Search time: 0.001 seconds).

Issue DateTitleAuthor(s)Rank
12022New cosmological solutions of a nonlocal gravity modelDimitrijevic, Ivan; Dragovich, Branko; Rakić, Zoran ; Stankovic, JelenaM22
21-Jun-2020Some cosmological solutions of a new nonlocal gravity modelDimitrijevic, Ivan; Dragovich, Branko; Koshelev, Alexey S.; Rakić, Zoran ; Stankovic, Jelena
310-Oct-2019Cosmological solutions of a nonlocal square root gravityDimitrijevic, I.; Dragovich, B.; Koshelev, A. S.; Rakić, Zoran ; Stankovic, J.
41-Sep-2019Cosmological Solutions of Some Nonlocal Gravity ModelsDimitrijevic, I.; Dragovich, B.; Rakić, Zoran ; Stankovic, J.
51-Jan-2019Cosmology of non-local f(R) gravityDimitrijevic, Ivan; Dragovich, Branko; Koshelev, Alexey S.; Rakić, Zoran ; Stankovic, Jelena
61-Jan-2018On nonlocal gravity with constant scalar curvatureDimitrijević, Ivan; Dragovich, Branko; Rakić, Zoran ; Stanković, Jelena
71-Jan-2017p-Adic mathematical physics and B. Dragovich researchAref’eva, I. Ya; Djordjevic, G. S.; Khrennikov, A. Yu; Kozyrev, S. V.; Rakić, Zoran ; Volovich, I. V.
81-Sep-2016The duality principle for Osserman algebraic curvature tensorsNikolayevsky, Y.; Rakić, Zoran 
91-Sep-2015On some aspects of duality principleAndrejić, Vladica ; Rakić, Zoran 
101-Jan-2015Some cosmological Solutions of a Nonlocal Modified GravityDimitrijević, Ivan; Dragovich, Branko; Grujić, Jelena; Rakić, Zoran 
1119-Dec-2013A new model of nonlocal modified gravityDimitrijević, Ivan; Dragovich, Branko; Grujić, Jelena; Rakić, Zoran 
1219-Dec-2013A note on Rakić duality principle for Osserman manifoldsNikolayevsky, Yuri; Rakić, Zoran 
135-Apr-2013New cosmological solutions in 2 nonlocal modified gravityDimitrijevic, Ivan; Dragovich, Branko; Grujic, Jelena; Rakić, Zoran 
1422-Oct-2009Noncommutative classical and quantum mechanics for quadratic Lagrangians (Hamiltonians)Dragovich, Branko; Rakić, Zoran 
151-Jan-2009F<inf>q</inf>[M<inf>2</inf>], F<inf>q</inf>[GL<inf>2</inf>], and F <inf>q</inf>[SL<inf>2</inf>] as quantized hyperalgebrasGavarini, Fabio; Rakić, Zoran 
1615-Sep-2007F<inf>q</inf> [M<inf>n</inf>], F<inf>q</inf> [GL<inf>n</inf>] and F<inf>q</inf> [SL<inf>n</inf>] as quantized hyperalgebrasGavarini, Fabio; Rakić, Zoran 
171-Sep-2007On the duality principle in pseudo-Riemannian Osserman manifoldsAndrejić, Vladica ; Rakić, Zoran 
181-Jan-2006Curvature submodules for Grassmann structures with torsionBokan, Neda; Rakić, Zoran 
191-Jan-2005Four-dimensional indefinite Kähler Osserman manifoldsGarcía-Río, Eduardo; Rakić, Zoran ; Vázquez-Abal, M. E.
201-Jan-2005Geometric quantities of manifolds with Grassmann structureBokan, N.; Matzeu, P.; Rakić, Zoran