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Autori: Antic Miroslava

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Naslov The Shape Operator of Real Hypersurfaces in S6(1) (Article)
Autori Kocic Djordje  Antic Miroslava  
Info MATHEMATICS, (2024), vol. 12 br. 11, str. -
Projekat Faculty of Mathematics at the University of Belgrade
Ispravka Web of Science   Članak   Elečas   Rang časopisa  
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Naslov Non-Existence of Real Hypersurfaces with Parallel Structure Jacobi Operator in S-6(1) (Article)
Autori Antic Miroslava  Kocic Djordje  
Info MATHEMATICS, (2022), vol. 10 br. 13, str. -
Projekat Ministry of Education, Science, and Technological Development of the Republic of Serbia [174012]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science  
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Naslov Characterization of Warped Product Lagrangian Submanifolds in C-n (Article)
Autori Antic Miroslava  
Info RESULTS IN MATHEMATICS, (2022), vol. 77 br. 3, str. -
Projekat Ministry of Education, Science and Technological Development of the Republic of SerbiaMinistry of Education, Science & Technological Development, Serbia [174012]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science  
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Naslov Conformally flat, minimal, Lagrangian submanifolds in complex space forms (Article)
Autori Antic Miroslava  Vrancken Luc 
Info SCIENCE CHINA-MATHEMATICS, (2022), vol. 65 br. 8, str. 1641-1660
Projekat Ministry of Education, Science and Technological Development, Serbia [174012]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Surfaces of the nearly Kahler S3xS3 preserved by the almost product structure (Article)
Autori Antic Miroslava  Hu Zejun Moruz Marilena Vrancken Luc 
Info MATHEMATISCHE NACHRICHTEN, (2021), vol. 294 br. 12, str. 2286-2301
Projekat Research Foundation FlandersFWO; Ministry of Education, Science and Technological Development, Serbia [174012]; National Natural Science Foundation of China (NSFC) [11771404]
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Naslov Affine Hypersurfaces with Constant Sectional Curvature (Article)
Autori Antic Miroslava  Li Haizhong Vrancken Luc Wang Xianfeng 
Info PACIFIC JOURNAL OF MATHEMATICS, (2021), vol. 310 br. 2, str. 275-302
Projekat Ministry of Science and Technological Development of Serbia [174012]; NSFCNational Natural Science Foundation of China (NSFC) [11831005, 11671224, 11971244]; NSFC-FWO [11961131001]; KU Leuven Research FundKU Leuven [3E160361]; Natural Science Foundation o
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov H-Umbilical Lagrangian Submanifolds of the Nearly Kahler S-3 x S-3 (Article)
Autori Antic Miroslava  Moruz Marilena Van der Veken Joeri 
Info MATHEMATICS, (2020), vol. 8 br. 9, str. -
Projekat Belgian government [G0H4518N]; KU Leuven Research FundKU Leuven [3E160361]; Research Foundation-Flanders (FWO)FWO [G0F2319N]; National Natural Science Foundation of China (NSFC)National Natural Science Foundation of China (NSFC)
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science  
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Naslov Three-dimensional CR submanifolds of the nearly Kahler S-3 x S-3 (Article)
Autori Antic Miroslava  Djurdjevic Natasa P Moruz Marilena Vrancken Luc 
Info ANNALI DI MATEMATICA PURA ED APPLICATA, (2019), vol. 198 br. 1, str. 227-242
Projekat Ministry of Education, Science and Technological Development of the Republic of Serbia [174012]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science  
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Naslov A Class of Four-Dimensional Cr Submanifolds in Six Dimensional Nearly Kahler Manifolds (Article)
Autori Antic Miroslava  
Info MATHEMATICA SLOVACA, (2018), vol. 68 br. 5, str. 1129-1140
Projekat Ministry of Education, Science and Technological Development of the Republic of Serbia [174012]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov CR Submanifolds of the Nearly Kahler S-3 x S-3 Characterised by Properties of the Almost Product Structure (Article)
Autori Antic Miroslava  Djurdjevic Natasa P Moruz Marilena 
Info MEDITERRANEAN JOURNAL OF MATHEMATICS, (2018), vol. 15 br. 3, str. -
Projekat Ministry of Education, Science and Technological Development of the Republic of Serbia [174012]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science  
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