Course title | Selected Chapters in Logic |
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Course code | KMT/VYKLQ |
Organizational form of instruction | Seminar + On-line Activities |
Level of course | Bachelor |
Year of study | 3 |
Semester | Summer |
Number of ECTS credits | 2 |
Language of instruction | Czech |
Status of course | Optional |
Form of instruction | Face-to-face |
Work placements | This is not an internship |
Recommended optional programme components | None |
Lecturer(s) |
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Course content |
The course builds predicate calculus (quantifiers, formula, tautology), and the notion of mathematical theory (language, axioms, theorems, definitions, proofs of mathematical theorems
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Learning activities and teaching methods |
Monologic Lecture(Interpretation, Training) |
Learning outcomes |
This follows the propositional calculus and builds the predicate calculus (quantifiers, formulas, tautology) and the concept of mathematical theory (language, axioms, theorems, definitions, proofs of theorems).
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Prerequisites |
unspecified
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Assessment methods and criteria |
Seminar Work
To understand mathematical theories as such, to be able to use theoretical knowledge of proofs. |
Recommended literature |
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Study plans that include the course |
Faculty | Study plan (Version) | Category of Branch/Specialization | Recommended semester | |
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Faculty: Faculty of Education | Study plan (Version): Mathematics focused on education (BB18) | Category: Pedagogy, teacher training and social care | 3 | Recommended year of study:3, Recommended semester: Summer |
Faculty: Faculty of Education | Study plan (Version): Mathematics focused on education (BB16) | Category: Pedagogy, teacher training and social care | 3 | Recommended year of study:3, Recommended semester: Summer |
Faculty: Faculty of Education | Study plan (Version): Mathematics focused on education (BB18) | Category: Pedagogy, teacher training and social care | 3 | Recommended year of study:3, Recommended semester: Summer |