Mathematical modeling of fermentation processes, the problem of optimal control.
- Shcherbatyy M., Мatsong Ya. Optimal Control and Parameters Identification of System of Ordinary Differential Equations. //Visnyk Lviv Univ, Ser. Appl. Math. Comp. Sci. – Lviv, 2003. –No 7. – P. 224-233. (In Ukr.);
- Optimal control of model of fermentation processes with temperature effect taking into account / Ya.Ye. Matsong, Ya.H. Savula, M.V.Shcherbatyy // System research & information technologies. — 2006. — № 3. — P. 89–98. (In Ukr.)
- Delphi for beginners/ Ivankiv K., Matsong Ya. (Borysyuk), Mandzak T.: Educational and methodical manual. – Lviv: Publishing Center LNU of І. Franko, 2006. – 188 p.
- Savula Ya.H., Shcherbatyy M.V., Мatsong Ya.Ye., Gerzhikova V.H., Zhylyakova T.A., Slastya Ye.А., Chernousova І.В., Semenchuk А.В. Mathematical Modeling of Must Fermentation Processes with Temperature Dependence Taken into Account. //J. Visnyk Ahrarnoyi Nauky. –Kyiv, 2005- №6. – P.51-57. (In Ukr.)
since 2016 – assistant of the Department of Applied Mathematics, Faculty of Applied Mathematics and Informatics, Lviv National University. I.Franka;
2002-2015 – assistant of the Department of Applied Mathematics; Senior Laboratory of Information Technology Laboratory;
2002-2005 – post-graduate student of the Department of Applied Mathematics;
1997-2002 – student of the Faculty of Applied Mathematics and Informatics.