|
steps to convert NFA to DFA are: 1.Create state table from the given NDFA. |
|
2.Create a blank state table under possible input alphabets for the equivalent DFA. |
|
3.Mark the start state of the DFA by q0 (Same as the NDFA). |
|
4.Find out the combination of States {Q0, Q1,... , Qn} for each possible input alphabet. |
|
5.Each time we generate a new DFA state under the input alphabet columns, we have to apply step 4 again, otherwise go to step 6. |
|
6.The states which contain any of the final states of the NDFA are the final states of the equivalent DFA. PFA image for the complete steps of conversion. (a) For a state q and string w, *(p, q ) is the set
of states that the NFA can reach when it reads the string w
starting at the state p. In general an NFA non-deterministically
goes through a number of states from the state p as it reads the
symbols in the string q |
Consider the following NFA: Informally describe the language accepted by the NFA. Convert the NFA into...
Consider the NFA M given below: a) Informally describe the language accepted by M. b) Transform M into an equivalent DFA. 91 42 0 0 Go 43
Give an NFA recognizing the language (01U011U0111)* and convert that NFA to an equivalent DFA. Please explain with a δ diagram the convertion
7. Consider the following NFA 2 a, 7 Assume we convert this NFA to an equivalent DFA (without removing unnecessary states) Consider the following statements P the start state of the DFA is {1,2, 3) Qthe DFA has 24 accept states. R when the DFA is in state 5) and reads an a, it switches to the state 1,2,3, 4,5) Which of the following are correct? (a) P is true, Q is true, R is false. (b) P is false,...
6. Consider the following NFA A: Write down the tabular representation of A, and convert A to a DFA using the subset con- struction. Give the DFA both in tabular form and as a transition diagram.
Languages to NFA / ε-NFA A) Make an ε-NFA (An Epsilon NFA) for the language L3 = L1L2. Where: L1 = all strings over Σ= {0,1} that end in…001 and L2 = all strings over Σ= {0,1} that contain 010 anywhere in the string...(beginning, middle or end) B) Convert the ε-NFA (Epsilon NFA) from Part A into a regular NFA. C) Convert the NFA From Part B into a DFA.
Convert the following ε-NFA to DFA. 0 2
Convert the following ε-NFA to DFA. 0 2
2. (a) Using Thompson's construction, construct an NFA that recognizes the same language as defined by the following regular expression (1 010) *1 (b) Using the subset construction, convert the NFA into a DFA. Optimize the resulting DFA by merging any equivalent states
8. Convert the following NFA to DFA a,
4. (5 points) Conversion form NFA to equivalent DFA Convert the following NFA into an equivalent DFA by using the Powerset-Construction. Write the transition table and draw the final DFA. start — 9o
1. (10 points) What language is accepted by the following NFA? a.b a.b