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dr Miloš Japundžić

Funkcija Rukovodilac studijskog programa OSS Poslovna informatika
Zvanje

Profesor strukovnih studija
E-mail milos.japundzic@vps.ns.ac.rs
Telefon +38214854025
Kabinet KABINET 31
Konsultacije Ponedeljak 11:00-13:00
Onlajn konsultacije Ponedeljak 11:00-13:00,
https://us05web.zoom.us/j/8689501356?pwd=sLh1HWjXzsb2Sr9axsy1MdgzjriBmD.1&

Dr Miloš Japundžić je osnovne studije završio na Prirodno-matematičkom fakultetu Univerziteta u Novom Sadu – smer profesor matematike. Na istom fakultetu završio magistarske studije, smer Numerička matematika. Doktorsku disertaciju, pod nazivom Uopštena rešenja nekih klasa frakcionih parcijalnih diferencijalnih jednačina, odbranio je 2016. godine na Prirodno-matematičkom fakultetu u Novom Sadu. U toku osnovnih studija 2001. godine dobitnik stipendije Vlade Kraljevine Norveške za izuzetan uspeh tokom studija. Kao student magistarskih studija, u periodu od 2005. do 2007. godine, bio stipendista Ministarstva nauke i zaštite životne sredine Republike Srbije. Od 2007. godine zaposlen u Visokoj poslovnoj školi strukovnih studija u Novom Sadu, gde je biran u zvanja saradnika u nastavi, asistenta, odnosno, predavača. Trenutno je u zvanju profesora strukovnih studija iz uže oblasti Kvantitativna analiza, datum izbora u zvanje – 27.3.2017. godine..

1.  Živkov, D., Kuzman, B., & Japundžić, M. (2025). Using metals to hedge carbon emission allowances – Tail-risk and Omega ratio analysis. Resources Policy, 100, 105447. https://doi.org/10.1016/j.resourpol.2024.105447(M21a+)

2. Japundžić, M., & Rajter-Ćirić, D. (2022). A nonlinear stochastic heat equation with variable thermal conductivity and multiplicative noise. Journal of Pseudo-Differential Operators and Applications, 13(2), 23-23. https://doi.org/10.1007/s11868-022-00453-y (M21)

3. Japundžić M., & Rajter-Ćirić D. (2020). Fractional Nonlinear Stochastic Heat Equation with Variable Thermal Conductivity. Fractional Calculus and Applied Analysis, 23(6), 1762-1782. https://doi.org/10.1515/fca-2020-0087 (M21a+)

4. Japundžić M., & Rajter-Ćirić D. (2020). A nonlinear stochastic fractional heat equation with variable thermal conductivity and multiplicative noise. In International Conference Topics in Fractional Calculus and Time-frequency analysis FCTFA2020 (pp. 15-15). Novi Sad Branch of the Serbian Academy of Sciences and Arts and Department of Mathematics and Informatics, Faculty of Sciences, University of Novi Sad (M34)

5. Japundžić M., & Rajter-Ćirić D. (2019). A note on stochastic fractional heat equation with variable coefficients. In V. Pasheva, N. Popivanov & G. Venkov (Eds.), Proceedings of the 45th International Conference on Application of Mathematics in Engineering and Economics (pp. 1-8). American Institute of Physics. https://doi.org/10.1063/1.5133526 (M33)

6. Japundžić M., & Rajter-Ćirić (2018). Approximate solutions of time and time-space fractional wave equations with variable coefficients. Applicable Analysis, 97(9), 1565–1590. https://doi.org/10.1080/00036811.2017.1322198 (M22)

7. Japundžić M., & Rajter-Ćirić D. (2017). Generalized uniformly continuous solution operators and inhomogeneous fractional evolution equations with variable coefficients. Electronic Journal of Differential Equations, 2017(293), 1-24. https://digital.library.txst.edu/items/9c1662ec-5475-4ec3-9aa7-286ebddbcb8d (M21)

8. Japundžić M., & Rajter-Ćirić D. (2016). Approximate solutions of time and time-space fractional wave equations with variable coefficients. In International Conference: Applications of Generalized Functions in General Relativity, Stochastics and Mechanics (pp. 3-4). Novi Sad Branch of the Serbian Academy of Sciences and Arts and Department of Mathematics and Informatics, Faculty of Sciences, University of Novi Sad (M34)

9. Japundžić M., & Rajter-Ćirić D. (2016). Generalized uniformly continuous solution operators and inhomogeneous fractional evolution equations with variable coefficients. In D.T. Spasic, N. Grahovac, M. Zigic, M. Rapaic & T. Atanackovic (Eds.), International Conference on Fractional Differentiation and its Applications ICFDA16 (pp. 742-744). International Union of Theoretical and Applied Mechanics. (M34)

10. Japundžić M., & Rajter-Ćirić D. (2015). Reaction-Advection-Diffusion Equations with Space Fractional Derivatives and Variable Coefficients on Infinite Domain. Fractional Calculus and Applied Analysis, 18(4), 911-950. https://doi.org/10.1515/fca-2015-0055 (M21a+)

Predavanja

    MATEMATIKA (BOL. 24 - DLS)
    MATEMATIKA (BOL. 24)

Vežbe

    PRIMENJENO STATISTIČKO ISTRAŽIVANJE (BOL. 17 - MS)
    INTERNET TEHNOLOGIJE U POSLOVANJU (BOL. 24)
    PRIMENJENO STATISTIČKO ISTRAŽIVANJE (BOL. 24 - MS)

Ispiti

    KVANTITATIVNI METODI U POSLOVNOM ODLUČIVANJU (BOL. 07)
    OPERACIONA ISTRAŽIVANJA (BOL. 16)
    MATEMATIKA (BOL. 24 - DLS)
    TEORIJA GRAFOVA (BOL. 16)
    MATEMATIKA (BOL. 07)
    POSLOVNA MATEMATIKA (PRE BOL.)
    MATEMATIKA (BOL. 24)
    KVANTITATIVNI METODI U POSLOVNOM ODLUČIVANJU (BOL. 16)
    MATEMATIKA (BOL. 07)
    KVANTITATIVNI METODI U POSLOVNOM ODLUČIVANJU (BOL. 12)
    MATEMATIKA (BOL. 17)
    MATEMATIKA (BOL. 20 DLS)
    MATEMATIKA (BOL. 12)
    POSLOVNA STATISTIKA (PRE BOL.)
    MATEMATIKA (BOL. 16)

Materijali

INTERNET TEHNOLOGIJE U POSLOVANJU (BOL. 24)
KVANTITATIVNI METODI U POSLOVNOM ODLUČIVANJU (BOL. 12)
MATEMATIKA (BOL. 12)
MATEMATIKA (BOL. 16)
MATEMATIKA (BOL. 17)
MATEMATIKA (BOL. 20 DLS)
MATEMATIKA (BOL. 24 - DLS)
MATEMATIKA (BOL. 24)
OPERACIONA ISTRAŽIVANJA (BOL. 16)
POSLOVNA STATISTIKA (BOL. 17)
POSLOVNA STATISTIKA (BOL. 20 DLS)
TEORIJA GRAFOVA (BOL. 16)

Obaveštenja