Professional Focus

• Ordinary differential equations (qualitative properties of solutions)
• Functional differential equations (qualitative properties of solutions)
• Functional equations (qualitative properties of solutions)
• Discrete equations (qualitative properties of solutions)
• Partial differential equations (qualitative properties of solutions)
• Calculus of Variations (non-traditional problems)
• Differential forms, its application to the calculus of variations and general systems of partial differential equations
• Numerical methods (approximations of solutions of boundary-value problems for ordinary and partial differential equations, approximation theory, Taylor series method)
• Mathematical statistics, probability, time series analysis, regression analysis, applications of statistics
• Computer algebra systems, computer graphic systems
• Use of software (Unistat, Statgraphic, Statistica, Maple)
• Probability and statistics in forensic engineering
• Graph theory, optimization, formal languages
• Algebraic structures and their application (mononuary algebras and rough sets)
• Modelling, analysis and control of discrete events in algebra of diods (max algebra, min algebra)
• Descriptive geometry
• History of descriptive geometry