1. N. Okičić, F. Dedagić, V. Pašić: Uslovi djelovanja operatora superpozicije u Banachovim prostorima težinskih funkcija prirodnog argumenta, Zbornik radova, Filozofski fakultet Univerzitet u Tuzli, Tuzla 2003, Vol. 31-broj 4.
2. V. Pašić, N. Okičić: Diferencijalne jednačine sa periodičnim koeficijentima, Zbornik radova, Filozofski fakultet Univerzitet u Tuzli, Tuzla 2003, Vol. 31-broj 4.
3. F. Dedagić, N. Okičić: Uslovi kompaktnosti i kondenziranja operatora superpozicije, Zbornik radova PMF 1, 1-8, Tuzla 2004
4. E. Duvnjaković, N. Okičić: Diferentna shema za nelinearni singularno-perturbacioni problem , Zbornik radova PMF 1, 53-60 , Tuzla 2004
5. F. Dedagić, N. Okičić: On the L-characteristic of nonlinear superposition operators in lp,σ spaces, Mathematica Balkanica, Vol.19, Fasc.1-2, Sofia 2005
6. F. Dedagić, N. Okičić: On the compactness and condensing of nonlinear superposition operators. Kragujevac Journal of Mathematics. 2005;(28):173-183.
7. F. Dedagić, N. Okičić: O težinskim Banachovim prostorima nizova, Zbornik radova PMF svezak Matematika 2, Tuzla 2005.
8. E. Duvnjaković, N. Okičić: Difference scheme for semilinear reaction-diffuzion problem of eliptic type, 12-th International Research/Expert Conference "Trends in The Development of Machinery and Associated Technology", TMT 2008, Istambul, Turkey.
9. E. Duvnjaković, N. Okičić, S. Karasuljić: Difference scheme for semilinear reaction-diffuzion problem, 14-th International Research/Expert Conference "Trends in The Development of Machinery and Associated Technology", TMT 2010, Mediterranean Cruise.
10. V. Pašić, E. Baraković, N. Okičić: A New Representation of the Field Equations of Quadratic Metric-Affine Gravity, Advances in Mathematics, Scientific Journal 3, no.1, 33-46, 2014.
11. Amra Rekic-Vukovic, Nermin Okicic and Ivan Arandjelovic: On modulus of noncompact convexity for a strictly minimalizable measure of noncompactnes, Gulf Journal of Mathematics, 2(3), 38-45, Dubai UAE 2014. https://doi.org/10.56947/gjom.v2i3.228
12. Amra Rekic-Vukovic, Nermin Okicic, Vedad Pasic, Ivan Arandjelovic: Continuity of modulus of noncompact convexity for minimalizable measures of noncompactness, Funct. Anal. Approx. Comput. 7 (3) (2015), 39--46. http://operator.pmf.ni.ac.rs/www/pmf/publikacije/faac/2015/2015-7-3/faac-7-3-5.pdf
13. Amra Rekic-Vukovic, Nermin Okicic, Enes Duvnjakovic: On weighted Banach sequence spaces, Advances in Mathematics: Scientific Journal 4 (2015), no.2, 127-138.
14. Enes Duvnjaković, Nermin Okičić, Vedad Pašić: Cubic spline as global approximate solution of the semilinear reaction–diffusion problem, Journal of Modern Methods in Numerical Mathematics 10:1-2 (2019), 36–47.
15. Amra Rekić-Vuković, Nermin Okičić: Another look at the continuity of moduli of noncompact convexity, Palestine Journal of Mathematics, Vol. 9(2) (2020) , 771–778.
16. Rekić-Vuković A., Okičić N.: ON KURATOWSKI MEASURE OF NONCOMPACTNESS IN R^2 WITH THE RIVER METRIC. Balkan Journal of Applied Mathematics and Informatics, 3(2), 59-68. (2020) Retrieved from http://js.ugd.edu.mk/index.php/bjami/article/view/3666
17. OKICIC, Nermin; REKIC-VUKOVIC, Amra; PASIC, Vedad. A new characterization of strict convexity on normed linear spaces. Annales Universitatis Mariae Curie-Sklodowska, sectio A – Mathematica, [S.l.], v. 76, n. 1, p. 61-71, oct. 2022. ISSN 2083-7402. Date accessed: 19 oct. 2022. doi: http ://dx.doi.org/10.17951/a.2022.76.1.61-71 .
18. OKIČIĆ, Nermin; REKIĆ-VUKOVIĆ, Amra. SOME METRICAL AND TOPOLOGICAL PROPERTIES OF THE RIVER METRIC ON R^2. Advances in Mathematics: Scientific Journal, 12 (2023), no.2, 407–423 ISSN 1857-8365 (printed); 1857-8438 (electronic) Date accessed: 17. 02. 2023. doi: http ://doi.org/10.37418/amsj.12.2.8 .
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