Obrazovanje

  • 2007    – doktorao na Prirodno-matematički fakultet Univerzitet u Sarajevu
  • 1997   –  magistarirao na Prirodno-matematički fakultet  Univerzitet u Sarajevu
  • 1989    – diplomirao na Prirodno-matematičkom fakultet Univerzitet u Sarajevu

Akademsko iskustvo

  • 1990.–1992.  asistent na Pedagoškoj akademiji u Sarajevu
  • 1994.–1997.  asistent na PMF-u Sarajevo, oblast “Analiza”
  • 1997.–2008.  viši asistent na PMF-u Sarajevo, oblast “Analiza”
  • 2008.– 2018.  docent na na PMF-u Sarajevo na oblasti Vjerovatnoća i statistika
  • 2018- do danas vanredni profesor na PMF-u Sarajevo, oblast “Vjerovatnoća i statistika” (Predmeti: “Vjerovatnoća i statistika” na Odsjeku za matematiku, “Statistika” na Odsjeku za geografiju,“Matematička analiza I za fizičare”, “Matematička analiza II za fizičare”, “Uvod u linearnu algebru za fizičare” na Odsjeku za fiziku

Naučni radovi

  1. F.Cunjalo, M.K.Khan, H.I.Miller, J.A.Osikiewicz, Summability matrices and sequences of 0,s and 1,s, Act.Math.Hungar, 2005, 147-155
  2. M.Crnjac, F.Cunjalo, H.I.Miller, Subsequences characterizations of statistical convergence of double sequences, Rad.Mat. 2004, 163-175
  3. F.Cunjalo, Almost convergence of double sequences-some analogies between measure and category, Math.Maced. 2007, 21-24
  4. F.Cunjalo, Almost convergence of double subsequences, Filomat, 2008, 87-93
  5. F. Čunjalo& F. Destović, Subsequence characterization of uniform statistical convergence of double sequence, Res. Comm. Math. Math. Sci. 9(1) (2017), 37-50.
  6. F. Čunjalo, Some characterization of lacunary uniform statisticac convergence of double sequences, Res. Comm. Math. Math. Sci. 10(1) (2018), 1-12.
  7. F. Čunjalo, Characterization in terms of measure of lacunary uniform statistical convergence of double sequences, Res. Comm. Math. Math. Sci. 10(1) (2018), 25-40.
  8. F. Čunjalo, Uniform statistical convergence of double subsequences, Bulletin of imvi, 8(2) (2018) 337-344.
  9. F. Destović, I. Kalčo &F. Čunjalo, Differential operator Sturm-Liouville type on the segment,[0, π] with variable delay, Ind. J. Appl. Res. ( prihvačen za objavljivanje u februaru, 2018. godine).
  10. Adis Alihodzic, Damir Hasanspahic, Fikret Cunjalo and Haris Smajlovic, Adjusted Bare Bones Fireworks Algorithm To Guard Orthogonal Polygons, Computing Conference, 2021, London, United Kingdom, 15-15 July, 2021, Accepted.