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2.7 Proof for closure properties of Regular Languages in Automata, TAFL AKTU

Theory of Automata & Formal Languages (KCS-402) - TAFL, According to AKTU Syllabus, complete syllabus (full course) covered, Theory of Computation, TOC, Automata Theory, Gate Preparation Proof for closure properties of Regular Languages in Automata 1. The union of two regular languages is regular. 2. The complement of a regular language is regular. 3. The intersection of two regular languages is regular. 4. The difference of two regular languages is regular. 5. The reversal of a regular language is regular. 6. The closure (star) of a regular language is regular. 7. The concatenation of regular languages is regular. 8. A homomorphism (substitution of strings for symbols) of a regular language is regular. 9. The inverse homomorphism of a regular language is regular. Download TAFL AKTU Syllabus & Previous Year University Question Papers: https://drive.google.com/drive/folder... #aktu #aktu #aktu exam #automata #kcs402 #theory of automata # #TAFL #AKTU Exam #TAFL important questions #dfa #nfa #mealy machine #moore machine #finiteautomata #finite automata #conversion #applications of Finite Automata #pda #cfg #language , #NDPDA, #twostackPDA #turingmachine #recursive #recursively Enumerable #decidability #undecidedality #halting problem #chomsky hierarchy, #church hypothesis #post correspondence problem #pcp #universalturingmachine