Deterministic Finite Automata (Example 1)

(9:48)

How to design a DFA that not accepting string | DFA PART 6 |THEORY OF COMPUTATION

(8:45)

Deterministic Finite Automata (Example 2)

(11:21)

DFA that accepts strings with at most one a + Proof of correctness

(28:41)

Lecture-8: Type 4- DFA that contains \u0026 does not contains certain no. of consecutive symbols

(4:31)

DFA ||Definition and Example: Construct a DFA that accepts sets of all strings over {a,b} of length2

(11:32)

Lecture-6: Type 2- DFA for strings that starts \u0026 DFA for strings that does not starts with

(12:44)

Lecture-11: Type 7- DFA that contains exactly certain no. specific symbol

(5:2)

How to design a DFA that ends with a string | DFA PART 2 |THEORY OF COMPUTATION

(7:50)

Lecture-15: Type 11 - DFA that contains odd no. of specified symbol

(4:17)

How to design a DFA that ends with either or strings | DFA PART -5 |THEORY OF COMPUTATION

(15:10)

DFA that accepts strings containing substring \

(6:39)

DFA Example - Design a DFA that accepts string starting with aab

(14:45)

Lecture-14: Type 10 - DFA that contains even no. of specified symbol

(4:31)

DFA that accepts the language of all possible strings ending with ‘aa’ | Examples of DFA

(6:55)

Automata Lesson 6 :DFA that ends with 00

(4:35)

DFA that accepts strings containing substring aba

(8:)

DFA that accepts strings containing even no of 0's

(5:4)