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Last update: November 26. 2024 19:18:04 |
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TeachingGraduate and undergraduate courses:Fluid MechanicsMathematical Methods in Physics 1 (Department of Physics)
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Graduation Thesis Supervisorships:K.Bilić, Linear systems of ODEs and applications (18.2.2010.)Z.Matijašević, Boundary-value problem for ODE (13.7.2010.)N.Knežević, Laplace transform
and applications (13.7.2010.)I.Petrović, Dynamical systems of ODEs and stability (8.9.2010.)N.Aračić, Mathematical model for unemployment (11.7.2011.)K.Kmezić, Mathematical models in epidemiology (11.7.2011.)I.Vidović, Asymptotic expansions and Laplace method (11.7.2011.)S.Kopecki, Separation variable method for PDEs (11.7.2012.)L.Brčić, A stochastic model for population growth (27.2.2014.)M.Brodarić, Integrals depending on parameter and applications (15.7.2014.)T.Falak, Mathematical modeling in biochemistry (15.7.2014.)H.Frančešević, Integral equations and applications (24.9.2015.)P.Karačić, Modelling with ODEs (16.7.2018.)
L.Jusup, Mathematical model of traffic flow (26.9.2018.)M.Bukovec, Mathematical modeling of some social phenomenae (27.9.2018.)
E.Karačić, Mathematical modeling of demographic processes (27.9.2018.)
N.Pospišil, Mathematical modeling of biological systems (27.9.2018.)
A.Vuleta, Flow of a micropolar fluid (20.7.2020.)
Ph.D. courses:Micropolar fluids (2010/2011)Asymptotic analysis in fluid mechanics (2016/2017)Mathematical analysis of the multiscale problems in fluid mechanics (2021/2022)Non-Newtonian fluids (2023/2024)
Teaching materials:
Professional papers:N.Aračić,
I.Pažanin, Mathematical model for unemployment, Osječki matematički list 11 (2011) 127-136 (in Croatian).L.Brčić, D.Pažanin, I.Pažanin, A stochastic model for population growth, Osječki matematički list 14 (2014) 23-34 (in Croatian).H.Frančešević, D.Pažanin, I.Pažanin, Rolle's method of cascades, Poučak 62 (2015) 32-37 (in Croatian).
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