Continuous mathematical models

Entry requirements: Basic knowledge of algebra, calculus and differential equations theory

Credits: 4

Semester: 3

Course: Core

Language of the course: Russian


Vasiliy Leonenko


Students will get acquainted with the contemporary methods of mathematical modeling using deterministic continuous models (ordinary and partial differential equations), which includes model formulation, model analysis (analytic solution, numerical solution, analysis of the equilibrium points) and model calibration to data.


Main topics of the discipline: Basics of mathematical modeling, ODE formulation and solution (analytic, numerical), the foundations of stability theory, model analysis and calibration.


Lectures and lab sessions



The assessment is based on the weekly assignments, group work, individual work and final exam. Attendance to the first lecture is required.