Rođena u Nišu, 14/03/1975. Osnovnu školu i Gimnaziju završila u Kruševcu. Diplomirala na Matematičkom fakultetu u Beogradu 2001. godine, smer računarstvo i informatika. Zaposlenja: direkcija republičkog fonda PIO (2002–2003), programer aplikacija, gimnazija u Kruševcu (2003–2005), nastavnik matematike i informatike, Telekom Srbija, mobilna telefonija (2005–2008), inženjer informacionih tehnologija, Megatrend univerzitet (2008–2017), asistent, docent.
dr Jelena D. Jovanović
![](https://raf.edu.rs/wp-content/uploads/2021/12/d1a7b437aab96072fbbe0bc1b2795673_L.jpg)
Akademska karijera
- Izbor u zvanje 2022. Računarski fakultet, Matematika
- Doktorat 2016. Matematički fakultet, Univerzalna algebra
- Diploma 2001. Matematički fakultet, Računarstvo i informatika
Naučno-stručna produkcija
- M. Grulovic, J. Jovanovic, B. Seselja, A. Tepavcevic, Lattice characterization of some classes of groups by series of subgroups, International Journal of Algebra and Computation, 2022.
doi:10.1142/S0218196723500121 - J. Jovanović, B. Šešelja, A. Tepavčević, Lattices with normal elements, Algebra universalis, 83:2 (2022).
- J. Jovanović, B. Šešelja, A. Tepavčević, Lattice characterization of finite nilpotent groups, Algebra universalis, 82:40 (2021).
- J. Jovanović, A. Tepavčević, “Ω-lattices from skew lattices”, The Art of Discrete and Applied Mathematics, 2 (2) #P2.04 (2019).
- 5. J. Jovanović, P. Marković, R. McKenzie M. Moore, “Optimal strong Malcev conditions for congruence meet-semidistributivity in locally finite varieties”, Algebra Universalis 76:305-325, 2016.
- J. Jovanović, “On strong Ma’lcev conditions for congruence meet-Semidistributivity in a locally finite variety”, Novi Sad Journal of Mathematics, 44(2):207-224, 2014.
- J. Jovanovic, Optimal Mal’cev Conditions for Congruence Meet-Semidistributivity, Algebras & Clones Fest, Prague, Czech Republic, 2014.
- J. Jovanovic, On Optimal Mal’cev Conditions for Congruence Meet-Semidistributivity, AAA 88th Workshop on General Algebra, Warsaw, Poland, 2014.
- J. Jovanović, “On terms describing omitting unary and affine types”, Filomat, 27(1):183-199, 2013.
- J. Jovanovic, Strong Maltsev Conditions Implying Congruence Meet-Semidistributivity, Conference On Universal Algebra and Lattice Theory, Szeged, Hungary, 2012.
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