Academic year/semester: 2026/27/1

ECTS Credits: 5

Available for: Only for the faculty’s students

Lecture hours: 2
Seminarium:-
Practice: -
Laboratory: 2
Consultation: optional

Prerequisites: -

Course Leader: László Dr. HANKA

Faculty: Bánki Donát Faculty of Mechanical and Safety Engineering, 1081 Budapest, Népszínház utca 8.

Course Description:
The purpose of the lecture is to present efficient mathematical tools that can be successfully applied in engineering sciences. In the framework of the practice lessons, the students deepen their knowledge through practical tasks, thereby becoming able to solve complex engineering problems at the end of the semester.

Competences:
-

Topics:
Theory of Taylor-series. Firts order and second order differential equations. Laplace transform. Topics in probability theory. Basic continuous and discrete distributions, characterization of a distibution.

Assessment: Exam

Exam Types:

Written Exam

Compulsory bibliography:

Recommended bibliography:

Additional bibliography:

Additional Information: https://bgk.uni-obuda.hu/tai/wp-content/uploads/2025/08/BTXMME3BNFMathematics_III_Mechatronics.pdf