- Authomata Theory and Formal Languages
Classes every two weeks.
Dates of classes:
- C1 - 09.10.2018 - Equivalence relation, equivalence classes.
- C2 - 23.10.2018 - Regular languages. Contraposition of pumping lemma. The Myhill-Nerode lemma.
- C3 - 06.11.2018 - Context–free grammar. Chomsky Normal Form. Greibach Normal Form.
- C4 - 20.11.2018 - Context-free languages. CYK algorithm. Pumping lemma for context-free languages.
- C5 - 04.12.2018 - Deterministic Turing machines calculates the value of the function and accepting languages.
- C6 - 18.12.2018 - Push-down automata.
- C7 - 15.01.2019 - Finite automata. Convertion ε-NFA to NFA and DFA. Design a deterministic finite automaton using Myhill-Nerode theorem and using quotient of languages.
- C8 - 22.01.2019 - Resit.
