Information sheet ECTS Syllabus
Course syllabus B-AS - Algebraic structures (FEEIT - SS 2019/2020)
Slovak University of Technology in Bratislava
|Course unit code:|
Course unit title:
Mode of delivery, planned learning activities and teaching methods:
Applied Informatics - bachelor (semi-compulsory), 6. semester
Level of study:
|Prerequisites for registration:||none|
During the semester - 30 points (20 credit tests + 10 specified tasks )
The necessary credit - 15 points.
After the end of the semester - exam (70 points)
Result: The sum of the points of the semester tests, specified tasks and exams.
A final assessment by the study of procedure STU.
Learning outcomes of the course unit:
The student will obtain an overview of algebraic structures which play an important role in computer science. They will learn to work with mathematical concepts in the abstract.
|Binary operations, semigroups and monoids. Izomorfimus and homorofizmus semigroups. Groups.
Circuits and arrays, unions, podzväzy, distributive, modular and orthomodular unions.
Boolean algebra. Representation of Boolean algebras, Boolean calculus.
Boolean functions, algebra of logic. Algebra of logic networks. Product of Boolean algebras.
|Recommended or required reading:|
Language of instruction:
|slovak or english|
|Assessed students in total: 630|
|Name of lecturer(s):||doc. RNDr. Oľga Nánásiová, PhD. (lecturer, person responsible for course) - slovak, english |
Mgr. Dávid Pancza, PhD. (examiner, instructor) - slovak, english
6. 5. 2019
|doc. RNDr. Oľga Nánásiová, PhD. and programme supervisor|
Last modification made by RNDr. Marian Puškár on 05/06/2019.