Obrazovanje

  • 1997 – 2003.  Doktorski studij, (PhD), University of Pittsburgh, USA Doktorska disertacija pod nazivom “ Functions that commute with a given function” odbranjena 24. novembra 2002. godine, mentor prof.dr.C.-Y. Chao
  • 1990 – 1996.  Prirodno-matematički fakultet u Sarajevu, Odsjek za matematiku, smjer opšti.

Akademsko iskustvo

  • 2018-do danas redovna profesorica na Odsjeku za matematiku Prirodno-matematičkog fakulteta Univerziteta u Sarajevu
  • 2013 – 2018 vanredna profesorica na Odsjeku za matematiku Prirodno-matematičkog fakulteta Univerziteta u Sarajevu
  • 2003 – 2008.   docent na Odsjeku za matematiku Prirodno-matematičkog fakulteta Univerziteta u Sarajevu

Naučni radovi

  1. Amela Muratović, Representation of Polynomials over Finite Fields with Circulants, Sarajevo Journal of Mathematics, Vol.1(13),21-26, ISSN 1840-0655
  2. Amela Muratović-Ribić, A note on the coefficients of inverse polynomials, Finite Fields and Their Applications 13(2007), 977-980, ISSN: 1071-5797, doi:10.1016/j.ffa.2006.11.003
  3. A. Muratović-Ribić, Number of Values of Polynomial over Finite Field, Zbornik Radova, PMF-Tuzla, Vol. II, No.3. (2007), ISSN 1840-0515
  4. Amela Muratović-Ribić, Inverse of Some Classes of Permutation Binomials, Journal of Concrete and Applicable Mathematics, Vol.7(2009),No 1,47-53, ISSN:1521-1398 PRINT,1572-9206 ONLINE
  5. Amela Muratović-Ribić, Qiang Wang, On coefficients of polynomials over finite fields, Finite Fields and Their Applications, Volume 17, Issue 6, November 2011, Pages 575–599, ISSN: 1071-5797, doi:10.1016/j.ffa.2011.04.002
  6. Amela Muratović-Ribić, Qiang Wang, On a conjecture of polynomials with prescribed range, Finite Fields and Their Applications, Volume 18, Issue 4, July 2012, 728–737, ISSN: 1071-5797, doi:10.1016/j.ffa.2012.02.004
  7. Amela Muratović-Ribić, Qiang Wang, Partitions and compositions over finite fields, The electronic journal of combinatorics 20(1), (2013) #34 http:// www.combinatorics.org/ojs/index.php/eljc/article/view/v20i1p34 ISSN: 1077-8926
  8. Amela Muratović-Ribić, Enes Pašalić, A note on complete polynomials over finite fields and their applications in cryptography, Finite Fields and their Applications, 25(2014) 306-315, ISSN: 1071-5797, http://dx.doi.org/10.1016/j.ffa.2013.10.008
  9. Muratović-Ribić,A., Pašalić E., Bajrić, S., Vectorial Bent Functions From Multiple Terms Trace Functions, , IEEE Transactions on Information Theory (Volume:60 , Issue: 2 ), 1337 – 1347, ISSN :0018-9448 , DOI:10.1109/TIT.2013.2290709
  10. Samed Bajrić, Enes Pasalic, Amela Ribić-Muratović, Gangopadhyay Sugatac, On generalized bent functions with Dillonʼs exponents, Information Processing Letters Volume 114, Issue 4, April 2014, 222–227, ISSN: 0020-0190, doi:10.1016/j.ipl.2013.10.011
  11. A. Muratović-Ribić, On coefficients of polynomials of several variables over finite fields, 11th International Conference on Finite Fields and their Appicaltions, Magdeburg, Germany, 2013
  12. Amela Muratović-Ribić, Alexandar Pott, David Thomson, Qiang Wang, On the characterization of a semi-mutilikative analogue of planar functions over finite fields, Topics in Finite Fields, Contemporary Mathematics, 2013
  13. Muratovic-Ribic, A. ; Dept. of Math., Univ. of Sarajevo, Sarajevo, Bosnia-Herzegovina ; Pasalic, E. ; Ribic, S., Vectorial Hyperbent Trace Functions From the PS ap Class—Their Exact Number and Specification, , IEEE Transactions on Information Theory (Volume:60 , Issue: 7 ), 4408 – 4413 ,ISSN :0018-9448, DOI: 10.1109/TIT.2014.2320269
  14. Amela Muratović-Ribić, Quiang Wang, The multisubset sum problem for finite abelian groups, Ars Mathematica Contemporanea 8 (2015) 417-423, ISSN 1855-3966 ( printed edn.), ISSN 1855-3974 (electronic edn.)
  15. Samir Ribić, Razija Turčinhodžić, Amela Muratović-Ribić, Modelling Constraints in School Timetabling using Integer Linear Programming, ICAT 2015, October 29-31, ETF, Sarajevo.
  16. Garry Mullen, Amela Muratović-Ribić, On coefficients of powers of polynomials and their compositions, The 12th International Conference on Finite Fields and Their Applications – July 13-17, 2015
  17. A Pott, E Pasalic, A Muratovic-Ribic, S Bajric, Vectorial quadratic bent functions as a product of two linearized polynomials, WCC2015-9th International Workshop on Coding and Cryptography 2015
  18. G.L.Mullen, A. Muratović-Ribić, Q. Wang, On coefficients of powers of polynomials and their compositions, Contemporary Developments in Finite Fields and Applications, World Scientific Publishing Co. Pte. Ltd. ISBN 978-981-4719-25-4, 2016
  19. E. Pašalić, A.Muratović-Ribić, S.Hodžić, S. Gangopadhyayd, On derivatives of polynomials over finite fields through integration,Discrete Applied Mathematics, In Press, Avaliable online, 22 October 2016. http://dx.doi.org/10.1016/j.dam.2016.07.025
  20. Alexander Pott, Enes Pasalic, Amela Muratović-Ribić and Samed Bajrić , On the Maximum Number of Bent Components of Vectorial Functions IEEE TRANSACTIONS ON INFORMATION THEORY, 2017 (prihvaćen za objavljivanje)
  21. Alexander Pott, Enes Pasalic, Amela Muratović-Ribić and Samed Bajrić, On the Maximum Number of Bent Components of Vectorial Functions IEEE TRANSACTIONS ON INFORMATION THEORY, DOI:10.1109/TIT.2017.2749421, 2017
  22. A. Muratovic-Ribic, E. Pasalic, “On derivatives of planar mappings and their connections to complete mappings”, Discrete Applied Mathematics, 2018 (prihvaćen za objavljivanje)
  23. Samir Ribić, Razija Turčinhodžić, Amela Muratović-Ribić, Tomaž Kosar, A readable domain-specific language for timetabling requirements definition, Computer Languages, Systems & Structures, Volume 54, Pages 252-272
  24. Nedzad Dukic, Dzenan Gusic, Amela Muratovic-Ribic, Adis Alihodzic, Edin Tabak, Haris Dukic, From Fuzzy Dependences to Fuzzy Formulas and Vice Versa, for Kleene-Dienes Fuzzy Implication Operator, WSEAS Transactions on Systems and Control ,Volume 13, 2018
  25. N. Cepak, E. Pasalic, A. Muratović-Ribić,  Frobenius linear translators giving rise to new infinite classes of permutations and bent functions, Cryptology and Comunications.Volume 11, Issue 6, November 2019 Special Issue on Boolean Functions and Their Applications III , pages 1275-1295