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Information Technologies

We train graduates who are fully prepared for managing and implementing extensive software projects.
  • Job positions of graduates: software architect, test architect, chief developer, ICT consultant
  • It’s possible to study in either the Czech language or English
  • The standard period of study is 3 years
  • The programme can take the form of full-time, combined or individual studies

Recommended Plan of Study

For successful completion of studies at Unicorn College during the standard length of study, the following timetable is recommended to students.
Year 1
Course
Semester
Type of Course
Number of Credits
winter
obligatory
3
winter
obligatory
6
winter
obligatory
6
winter
obligatory
6
winter
obligatory
3
winter
obligatory
2
winter
obligatory
3
summer
obligatory
3
summer
obligatory
6
summer
obligatory
6
summer
obligatory
6
summer
obligatory
6
summer
obligatory
5
Year 2
Course
Semester
Type od Course
Number of Credits
winter
obligatory
3
winter
obligatory
6
winter
obligatory
6
winter
obligatory
3
winter
required optional
6
winter
required optional
6
winter
obligatory
5
winter
obligatory
5
Optional Course
winter
optional
3
summer
obligatory
3
summer
obligatory
6
summer
obligatory
3
summer
required optional
5
summer
required optional
5
summer
obligatory
5
summer
obligatory
3
summer
obligatory
5
Year 3
Course
Semester
Type of Course
Number od Credits
winter
obligatory
3
summer
obligatory
3
winter
obligatory
3
winter
obligatory
3
summer
obligatory
4
winter
obligatory
5
winter
obligatory
5
summer
obligatory
3
winter
obligatory
6
summer
obligatory
3
summer
obligatory
5
summer
obligatory
5
Final State Examinations
summer
obligatory
0
Defense of Bachelor Thesis
summer
obligatory
0

Alternative Plan of Study

For students who do not have a sufficient knowledge of mathematics from secondary school to be able to manage the study of mathematics at the university level, we recommend that you enroll in the mathematics courses in the following order.
Year 1
Course
Semester
Type of Course
Number of Credits
Mathematical Methods 0
winter
optional
3
Mathematical Methods 1
summer
obligatory
6
Year 2
Course
Semester
Type of Course
Number of Credits
Mathematical Methods 2
winter
obligatory
6