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Comprehensive Course in Computer Science - Theoretical Computer Science
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Študijsko leto 2020/2021
Računalništvo in informatika (1. stopnja, 2. stopnja, 3. stopnja)
3.stopnja
1.letnik
Comprehensive Course in Computer Science - Theoretical Computer Science
PDAs & CFGs
Equivalence of PDAs and CFGs
Equivalence of PDAs and CFGs
...
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13. Equivalence of PDAs and CFGs.ppt
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◄ Pushdown automata (PDA)
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General information about the course
Detailed course syllabus
Homework No. 1 - DFA
Homework No. 2 - NFA
Homework No. 3 - NFA --> DFA + minimisation
Homework No. 4 - RE
Homework No. 5 - CNF
Homework No. 6 - PDA
Homework No. 7 - CYK
Homework No. 8 - TM
Homework No. 9 - Satisfiability
Motivation and course outline
Introduction to finite automata
Deterministic finite automata
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Nondeterministic finite automata
Finite automata with output
Regular expressions
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Regular expressions in the real world
Decision algorithms for regular languages
Closure properties of regular languages
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Regular languages (wrap-up)
JFLAP - A graphical tool for learning Formal Languages and Automata Theory
Quiz 01 - Regular Languages
Lecture recording - part 1
Lecture recording - part 2
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Introduction to context-free grammars
Parse trees
Normal forms
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[17/03/2020] - Lecture recording
Pushdown automata (PDA)
More on CFGs
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[24/03/2020] - Lecture recording
Context-free languages (wrap-up)
Last year's 1st midterm (example)
Quiz 02 - Context-free Languages
[31/03/2020] - Lecture recording (part #1)
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[31/03/2020] - Lecture recording (part #2)
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The pumping lemma for CFLs
Decision and closure properties for CFLs
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Quiz 03 - CNF and the CYK algorithm
[07/04/2020] Lecture recording
Turing machines
Extensions and properties of TMs
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[14/04/2020] Lecture recording
Decidability
More undecidable problems
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Quiz 04 - PDAs, TMs and Reductions
[21/04/2020] Lecture recording
Turing machines & decidability (wrap-up)
[05/05/2020] Lecture recording
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P and NP
Satisfiability
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[12/05/2020] Lecture recording
Specific NP-complete problems
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Tractability, P, NP & Satisfiability (wrap-up)
Quiz 05 - Tractability, Satisfiability, P and NP
[19/05/2020] Lecture recording
Explanation on a figure (P, NP, NP-complete, NP-hard)
Figure (P, NP, Co-NP, NP-complete, Co-NP-complete, NP-hard, Co-NP-hard)
Last year's 2nd midterm (example)
Last year's exam (example)
[26/05/2020] Lecture recording
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15.05.2020
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03.04.2020
27.03.2020
20.03.2020
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