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Perović, Aleksandar

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Author ID: perovic.aleksandar.1 Recent zbMATH articles by "Perović, Aleksandar"
Published as: Perović, Aleksandar; Perović, A.
External Links: MGP
Documents Indexed: 29 Publications since 2006

Publications by Year

Citations contained in zbMATH Open

16 Publications have been cited 47 times in 29 Documents Cited by Year
Logics with the qualitative probability operator. Zbl 1138.03024
Ognjanović, Zoran; Perović, Aleksandar; Rašković, Miodrag
8
2008
Inequalities of the Chebyshev type based on pseudo-integrals. Zbl 1374.26053
Grbić, Tatjana; Medić, Slavica; Perović, Aleksandar; Paskota, Mira; Buhmiler, Sandra
5
2016
A probabilistic logic with polynomial weight formulas. Zbl 1138.03315
Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag; Marković, Zoran
5
2008
A \(p\)-adic probability logic. Zbl 1251.03027
Ilić-Stepić, Angelina; Ognjanović, Zoran; Ikodinović, Nebojša; Perović, Aleksandar
5
2012
Inequalities of Hölder and Minkowski type for pseudo-integrals with respect to interval-valued \(\oplus\)-measures. Zbl 1368.26024
Medić, Slavica; Grbić, Tatjana; Perović, Aleksandar; Nikoličić, Svetlana
4
2016
A premium principle based on the \(g\)-integral. Zbl 1364.28014
Grbić, T.; Medić, S.; Perović, A.; Mihailović, B.; Novković, N.; Duraković, N.
4
2017
Finitely additive probability measures on classical propositional formulas definable by Gödel’s t-norm and product t-norm. Zbl 1233.03032
Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag; Radojević, Dragan
3
2011
A propositional probabilistic logic with discrete linear time for reasoning about evidence. Zbl 1269.03033
Ognjanović, Zoran; Marković, Zoran; Rašković, Miodrag; Doder, Dragan; Perović, Aleksandar
3
2012
\(p\)-adic probability logics. Zbl 1353.03013
Ilić Stepić, A.; Ognjanović, Z.; Ikodinović, N.; Perović, A.
2
2016
Hierarchies of probabilistic logics. Zbl 1433.03061
Ikodinović, Nebojša; Ognjanović, Zoran; Perović, Aleksandar; Rašković, Miodrag
2
2014
How to restore compactness into probabilistic logics? Zbl 1178.03034
Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag; Marković, Zoran
1
2008
Interpolative Boolean logic. Zbl 1169.03344
Radojević, Dragan; Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag
1
2008
A first-order dynamic probability logic. Zbl 1390.03022
Ognjanović, Zoran; Perović, Aleksandar; Doder, Dragan
1
2013
A propositional linear time logic with time flow isomorphic to \(\omega^2\). Zbl 1328.03017
Marinković, Bojan; Ognjanović, Zoran; Doder, Dragan; Perović, Aleksandar
1
2014
Logics with probabilistic operators. Zbl 1240.03003
Rašković, Miodrag; Ognjanović, Zoran; Marković, Zoran; Ikodinović, Nebojša; Perović, Aleksandar
1
2007
A logic with conditional probability operators. Zbl 1265.03010
Doder, Dragan; Marinković, Bojan; Maksimović, Petar; Perović, Aleksandar
1
2010
A premium principle based on the \(g\)-integral. Zbl 1364.28014
Grbić, T.; Medić, S.; Perović, A.; Mihailović, B.; Novković, N.; Duraković, N.
4
2017
Inequalities of the Chebyshev type based on pseudo-integrals. Zbl 1374.26053
Grbić, Tatjana; Medić, Slavica; Perović, Aleksandar; Paskota, Mira; Buhmiler, Sandra
5
2016
Inequalities of Hölder and Minkowski type for pseudo-integrals with respect to interval-valued \(\oplus\)-measures. Zbl 1368.26024
Medić, Slavica; Grbić, Tatjana; Perović, Aleksandar; Nikoličić, Svetlana
4
2016
\(p\)-adic probability logics. Zbl 1353.03013
Ilić Stepić, A.; Ognjanović, Z.; Ikodinović, N.; Perović, A.
2
2016
Hierarchies of probabilistic logics. Zbl 1433.03061
Ikodinović, Nebojša; Ognjanović, Zoran; Perović, Aleksandar; Rašković, Miodrag
2
2014
A propositional linear time logic with time flow isomorphic to \(\omega^2\). Zbl 1328.03017
Marinković, Bojan; Ognjanović, Zoran; Doder, Dragan; Perović, Aleksandar
1
2014
A first-order dynamic probability logic. Zbl 1390.03022
Ognjanović, Zoran; Perović, Aleksandar; Doder, Dragan
1
2013
A \(p\)-adic probability logic. Zbl 1251.03027
Ilić-Stepić, Angelina; Ognjanović, Zoran; Ikodinović, Nebojša; Perović, Aleksandar
5
2012
A propositional probabilistic logic with discrete linear time for reasoning about evidence. Zbl 1269.03033
Ognjanović, Zoran; Marković, Zoran; Rašković, Miodrag; Doder, Dragan; Perović, Aleksandar
3
2012
Finitely additive probability measures on classical propositional formulas definable by Gödel’s t-norm and product t-norm. Zbl 1233.03032
Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag; Radojević, Dragan
3
2011
A logic with conditional probability operators. Zbl 1265.03010
Doder, Dragan; Marinković, Bojan; Maksimović, Petar; Perović, Aleksandar
1
2010
Logics with the qualitative probability operator. Zbl 1138.03024
Ognjanović, Zoran; Perović, Aleksandar; Rašković, Miodrag
8
2008
A probabilistic logic with polynomial weight formulas. Zbl 1138.03315
Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag; Marković, Zoran
5
2008
How to restore compactness into probabilistic logics? Zbl 1178.03034
Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag; Marković, Zoran
1
2008
Interpolative Boolean logic. Zbl 1169.03344
Radojević, Dragan; Perović, Aleksandar; Ognjanović, Zoran; Rašković, Miodrag
1
2008
Logics with probabilistic operators. Zbl 1240.03003
Rašković, Miodrag; Ognjanović, Zoran; Marković, Zoran; Ikodinović, Nebojša; Perović, Aleksandar
1
2007

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