1. Theory of Computing CSCI 356/541 Lab Session

2. Outline Lab 1: Finite Automata  Construct and Run Construct and Run  Manipulating Transitions Manipulating Transitions  Convert to DFA Convert to DFA  Minimize DFA Minimize DFA  Convert FA to RE Convert FA to RE  Combine Automata Combine Automata Regular Expressions Regular Pumping Lemma

3. Exercise 1. Build a FA that recognize strings over {a,b} such that there are an odd number of b’s and even numbers of a’s. Check your answer using JFLAP. 2.Convert (a+b)*cd to an FA 3.Construct a NFA for the expression (ab+c*)(abb)* following part 1 of Kleene’s theorem, Convert it to DFA. Is it minimal? If not then find the Min DFA. 4.Check whether (a*+b*)(c+d)* and (a+b)*(c*+d*) are equivalent or not. 5.By playing the game, based on pumping lemma, determine which one of the following language is regular: a. L={a n b n ;n>=0} (first one) b. L={(ab) 2n ;n=1,2,…} (last one) Explain your answer with parameters used.

4. Exercise are due on next Monday, 10 th October (17 th October). Try to finish today!!!