Ability to form and interpret mathematical models using differential equations and analyze them qualitatively. Capability to analyze different kinds of functions and specify their type. Ability to derive solution formulas for series of constants and solve this kind of series. Mastering basic numerical methods for interpolation, extrapolation and integration. Ability to formulate linear programming tasks and solve then using graphical methods. Capability to utilize mathematical software for solving and visualizing mathematical problems.
Contents
Advanced math and CS methods with applications to bioinformatics: mathematical modeling using differential equations, qualitative methods for ordinary differential equations, basics of analytical geometry, solving series of constants, numerical methods for interpolation, extrapolation and integration, linear programming, mathematical software.
Teaching methods
Teaching method
Contact
Online
Lectures
14 h
0 h
Exercises
10 h
0 h
Teaching language
English
Modes of study
Lectures, exercises, participation in classroom work (50% of home exercises must be completed) and Moodle activity (at least 4 participations at the course discussion forum in Moodle), written exam