Design DFA for the following languages L={ w |w is any string except a & b} over ∑={a,b}


SOLUTION:

∑={a,b}

Ø  So DFA can be Q={ q0 , q1 },∑={a,b }, q0={ q0},F={ q0 } and δ is given by the table
1)Transition diagram:


   2)Transition Table:

Present State
Next State
Input a
Input b
à *q0
q1
q1
       q1    
q1
q1

  3)Transition function:
δ( q0, a)= q0     ,δ (q0,b)= q0   
                        δ( q1, a)= q1     ,δ (q1,b)= q1

Comments

  1. it will only accept empty string so it's wrong acc. to me.

    ReplyDelete
    Replies
    1. No. Except a and b means the strings "a" and "b" are not allowed. Other strings possible such as aa , aaaab, bba , etc are allowed

      Delete

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