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CONVERSION OF REGULAR EXPRESSION TO FINITE AUTOMATA USING DIRECT METHOD IN AUTOMATA THEORY || TOC
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INTRODUCTION TO AUTOMATA THEORY AND ITS APPLICATIONS || THEORY OF COMPUTATION || FORMAL LANGUAGES
BASIC NOTATIONS & REPRESENTATIONS IN AUTOMATA THEORY || BASICS OF AUTOMATA || THEORY OF COMPUTATION
WHAT IS FINITE AUTOMATA AND REPRESENTATION OF FINITE AUTOMATA || THEORY OF COMPUTATION
TYPES OF FINITE AUTOMATA (DFA & NFA) IN AUTOMATA THEORY || DFA & NFA || THEORY OF COMPUTATION
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 1 (STRINGS STARTS WITH) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 2 (STRINGS ENDS WITH) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 3 (SUBSTRING OR CONTAINS) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 4 (STRING LENGTH) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA EXAMPLE - 5 (DIVISIBLE BY) IN AUTOMATA THEORY || THEORY OF COMPUTATION
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 6 (EVEN'S & ODD'S) IN AUTOMATA THEORY || TOC
MINIMIZATION OF DFA WITH EXAMPLE IN AUTOMATA THEORY || DFA MINIMIZATION || TOC
NFA (NON DETERMINISTIC FINITE AUTOMATA) WITH EXAMPLE IN AUTOMATA THEORY || THEORY OF COMPUTATION
NFA (NON DETERMINISTIC FINITE AUTOMATA) WITH EPSILON IN AUTOMATA THEORY || NDFA || TOC
DIFFERENCES BETWEEN DFA & NFA IN AUTOMATA THEORY || DFA & NFA || THEORY OF COMPUTATION
EPSILON CLOSURE IN AUTOMATA THEORY || NFA WITH EPSILON || TOC
CONVERSION OF NFA WITH EPSILON TO NFA WITHOUT EPSILON IN AUTOMATA THEORY || TOC
CONVERSION OF NFA TO DFA WITH EXAMPLES IN AUTOMATA THEORY || NFA TO DFA CONVERSION || TOC
EQUIVALENCE BETWEEN TWO DFA IN AUTOMATA THEORY || EQUIVALENCE BETWEEN TWO FSM'S || TOC
REGULAR EXPRESSIONS IN AUTOMATA THEORY || REGULAR EXPRESSION WITH EXAMPLE || TOC
IDENTITY RULES FOR REGULAR EXPRESSIONS IN AUTOMATA THEORY || IDENTITIES OF REGULAR EXPRESSIONS ||TOC
ARDEN'S THEOREM IN AUTOMATA THEORY || EQUIVALENCE OF TWO REGULAR EXPRESSIONS || DFA TO RE || TOC
CONVERSION OF FINITE AUTOMATA TO REGULAR EXPRESSION USING ARDENS METHOD IN AUTOMATA THEORY || TOC
CONVERSION OF FA TO RE USING STATE ELIMINATING METHOD IN AUTOMATA THEORY || TOC
CONVERSION OF REGULAR EXPRESSION TO FINITE AUTOMATA USING SUBSET METHOD IN AUTOMATA THEORY || TOC
BASIC NOTATIONS & REPRESENTATIONS IN AUTOMATA THEORY || BASICS OF AUTOMATA || THEORY OF COMPUTATION
WHAT IS FINITE AUTOMATA AND REPRESENTATION OF FINITE AUTOMATA || THEORY OF COMPUTATION
TYPES OF FINITE AUTOMATA (DFA & NFA) IN AUTOMATA THEORY || DFA & NFA || THEORY OF COMPUTATION
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 1 (STRINGS STARTS WITH) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 2 (STRINGS ENDS WITH) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 3 (SUBSTRING OR CONTAINS) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 4 (STRING LENGTH) IN AUTOMATA THEORY || TOC
DETERMINISTIC FINITE AUTOMATA EXAMPLE - 5 (DIVISIBLE BY) IN AUTOMATA THEORY || THEORY OF COMPUTATION
DETERMINISTIC FINITE AUTOMATA (DFA) EXAMPLE - 6 (EVEN'S & ODD'S) IN AUTOMATA THEORY || TOC
MINIMIZATION OF DFA WITH EXAMPLE IN AUTOMATA THEORY || DFA MINIMIZATION || TOC
NFA (NON DETERMINISTIC FINITE AUTOMATA) WITH EXAMPLE IN AUTOMATA THEORY || THEORY OF COMPUTATION
NFA (NON DETERMINISTIC FINITE AUTOMATA) WITH EPSILON IN AUTOMATA THEORY || NDFA || TOC
DIFFERENCES BETWEEN DFA & NFA IN AUTOMATA THEORY || DFA & NFA || THEORY OF COMPUTATION
EPSILON CLOSURE IN AUTOMATA THEORY || NFA WITH EPSILON || TOC
CONVERSION OF NFA WITH EPSILON TO NFA WITHOUT EPSILON IN AUTOMATA THEORY || TOC
CONVERSION OF NFA TO DFA WITH EXAMPLES IN AUTOMATA THEORY || NFA TO DFA CONVERSION || TOC
EQUIVALENCE BETWEEN TWO DFA IN AUTOMATA THEORY || EQUIVALENCE BETWEEN TWO FSM'S || TOC
REGULAR EXPRESSIONS IN AUTOMATA THEORY || REGULAR EXPRESSION WITH EXAMPLE || TOC
IDENTITY RULES FOR REGULAR EXPRESSIONS IN AUTOMATA THEORY || IDENTITIES OF REGULAR EXPRESSIONS ||TOC
ARDEN'S THEOREM IN AUTOMATA THEORY || EQUIVALENCE OF TWO REGULAR EXPRESSIONS || DFA TO RE || TOC
CONVERSION OF FINITE AUTOMATA TO REGULAR EXPRESSION USING ARDENS METHOD IN AUTOMATA THEORY || TOC
CONVERSION OF FA TO RE USING STATE ELIMINATING METHOD IN AUTOMATA THEORY || TOC
CONVERSION OF REGULAR EXPRESSION TO FINITE AUTOMATA USING SUBSET METHOD IN AUTOMATA THEORY || TOC
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