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1. Solving Hydrodynamic Problems Based on a Modified Upwind Leapfrog Scheme in Areas with Complex Geometry

2. Development and Research of a Modified Upwind Leapfrog Scheme for Solving Transport Problems

3. Mathematical Model of Suspended Particles Transport in the Estuary Area, Taking into Account the Aquatic Environment Movement

4. The Construction and Research of the Modified 'Upwind Leapfrog' Difference Scheme with Improved Dispersion Properties for the Korteweg–de Vries Equation

5. Mathematical Modeling of the Phytoplankton Populations Geographic Dynamics for Possible Scenarios of Changes in the Azov Sea Hydrological Regime

12. Mathematical modeling of hydrodynamic processes in shallow waters in the presence of pollutants of various origin, as well as areas covered with plastic waste

13. Optimization of the amount of transmitted data in parallel algorithms for iterative methods with a triangular preconditioner

14. Development of algorithms for assessing risks and vulnerability to anthropogenic impacts

15. A software package for solving grid equations in areas with geometry 'stretched' along one of the spatial directions

16. Adaptation of Foreign Pre-Graduate Students in the University Multicultural Educational Environment

17. Complex of programs for calculating the movement of heated aerosols from mobile microenergy plant

18. Solving Data Integration Problems in Medical Imaging System: A Case Study in Almazov National Medical Research Centre

19. Simulation of thermal conditions in a steam turbine.

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