After passing this exam, students: Apply basic principles of modelling of natural and social phenomena partial differential equations. Customize odds partial differential equations according to the considered situation. Prove the existence and uniqueness of solutions of known nonlinear partial differential equations. Identifies type of partial differential equations and finds its numerical solution. An interpretation of solutions of equations as a description of the natural or social phenomenon that is modelled.
Name | Lectures | Exercises | Laboratory |
---|---|---|---|
DARKO MITROVIĆ | 3x0 | 1x0 |