Autori: Kratica Jozef J
Naslov | Some Properties of {k}-Packing Function Problem in Graphs (Article) |
Autori | Kratica Jozef J Savic Aleksandar Lj Maksimovic Zoran Lj |
Info | MATHEMATICAL REPORTS, (2023), vol. 25 br. 2, str. 263-277 |
Projekat | Ministry of Science, Technology and Development, Republic of Serbia [174010, 174033] |
Ispravka | Web of Science Članak Elečas Rang časopisa |
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Naslov | Some New General Lower Bounds for Mixed Metric Dimension of Graphs (Article) |
Autori | Milivojevic-Danas Milica Kratica Jozef J Savic Aleksandar Lj Maksimovic Zoran Lj |
Info | FILOMAT, (2021), vol. 35 br. 13, str. 4275-4285 |
Projekat | Ministry of Education, Science and Technological Development, Serbia [174010] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Weakly Convex and Convex Domination Numbers for Generalized Petersen and Flower Snark Graphs (Article) |
Autori | Kratica Jozef J Matic Dragan Filipovic Vladimir J |
Info | REVISTA DE LA UNION MATEMATICA ARGENTINA, (2020), vol. 61 br. 2, str. 441-456 |
Projekat | Serbian Ministry of Education and Science [174010, 174033]; Ministry of Science and Technology of Republika Srpska |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | k-Metric Antidimension of Some Generalized Petersen Graphs (Article) |
Autori | Kratica Jozef J Kovacevic-Vujcic Vera V Cangalovic Mirjana M |
Info | FILOMAT, (2019), vol. 33 br. 13, str. 4085-4093 |
Projekat | Serbian Ministry of Education, Science and Technological Development [174010, 174033] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Edge Metric Dimension of Some Generalized Petersen Graphs (Article) |
Autori | Filipovic Vladimir J Kartelj Aleksandar A Kratica Jozef J |
Info | RESULTS IN MATHEMATICS, (2019), vol. 74 br. 4, str. - |
Projekat | Serbian Ministry of Education, Science and Technological Development [174010, 174033] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Solving the Multidimensional Maximum Bisection Problem by a Genetic Algorithm and Variable Neighborhood Search (Article) |
Autori | Maksimovic Zoran Lj Kratica Jozef J Savic Aleksandar Lj Matic Dragan |
Info | JOURNAL OF MULTIPLE-VALUED LOGIC AND SOFT COMPUTING, (2018), vol. 31 br. 4, str. 323-358 |
Projekat | Serbian Ministry of Education, Science and Technological Development [174010, 174033]; Ministry of Science and Technology of Republika Srpska [0830905] |
Ispravka | Web of Science Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Solving the minimum edge-dilation k-center problem by genetic algorithms (Article) |
Autori | Matic Dragan Kratica Jozef J Maksimovic Zoran Lj |
Info | COMPUTERS & INDUSTRIAL ENGINEERING, (2017), vol. 113 br. , str. 282-293 |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Two metaheuristics for solving the connected multidimensional maximum bisection problem (Article) |
Autori | Maksimovic Zoran Lj Kratica Jozef J Savic Aleksandar Lj |
Info | SOFT COMPUTING, (2017), vol. 21 br. 21, str. 6453-6469 |
Projekat | Serbian Ministry of Education, Science and Technological Development [174010, 174033] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Variable Neighborhood Search for solving Bandwidth Coloring Problem (Article) |
Autori | Matic Dragan Kratica Jozef J Filipovic Vladimir J |
Info | COMPUTER SCIENCE AND INFORMATION SYSTEMS, (2017), vol. 14 br. 2, str. 309-327 |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | The Strong Metric Dimension of Some Generalized Petersen Graphs (Article) |
Autori | Kratica Jozef J Kovacevic-Vujcic Vera V Cangalovic Mirjana M |
Info | APPLICABLE ANALYSIS AND DISCRETE MATHEMATICS, (2017), vol. 11 br. 1, str. 1-10 |
Projekat | Serbian Ministry of Education, Science and Technological Development [174010, 174033] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science |
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