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Regular Languages and Model Theory 7: Closure Properties
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The regular languages enjoy a wide variety of closure properties: properties of the form "if we apply [some operation] to regular languages we get a regular language".
If you have questions or something didn't make sense to you, please let me know in the comments below.
If you have questions or something didn't make sense to you, please let me know in the comments below.
Regular Languages
Regular Languages and Model Theory 1: Finite Automata
Regular Languages and Model Theory 28: The Krohn-Rhodes Theorem
Regular Languages: Deterministic Finite Automaton (DFA)
What is a Regular Language?
Regular Languages and Model Theory 2: Regular Relations and Leaving Automata Running
Regular Languages and Model Theory 6: The Myhill-Nerode Theorem
Nonregular languages: How to use the Pumping Lemma
Closure Properties of Languages - Part 1 | Regular, Context Free Languages | Theory of Computation
What is a regular language? + Examples
Regular Languages and Model Theory 9: The Weak Monadic Second-Order Theory of 1 Successor (WS1S)
Regular Languages and Model Theory 23: Semilinear Sets
Operations on Regular Languages
Regular Operations
What is the Pumping Lemma
1. Introduction, Finite Automata, Regular Expressions
Which of these languages is regular? Surprising answer!
Regular Languages: Nondeterministic Finite Automaton (NFA)
Regular Languages Closed Under Union/Intersection (Product Construction)
Regular Expression
Regular Languages and Model Theory 25: Nonstandard Models of WS1S
Regular Languages are Closed Under Union | Theory of Computation
Regular Languages are Closed Under Concatenation | Theory of Computation
Regular Languages are Closed Under Kleene Star | Theory of Computation
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