Question

Prove that the following languages are not regular using pumping lemma: (a) {w : w !=...

Prove that the following languages are not regular using pumping lemma:

(a) {w : w != wR}

(b) {ai bjak : k ≤ i + j}

Math   Advanced-Math   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Use the pumping lemma to show that the following languages are not regular. b. A2 =...
Use the pumping lemma to show that the following languages are not regular. b. A2 = {www| w € {a, b}*}
Using the pumping lemma for context free Languages to prove L is not context free. L...
Using the pumping lemma for context free Languages to prove L is not context free. L = { w#w#w | w E (0+1)*} Are the used variables {0,1,#}
Are the following languages over {a, b} regular? If they are then prove it. If they...
Are the following languages over {a, b} regular? If they are then prove it. If they are not prove it with the Pumping Lemma {an bm | m != n, n >= 0} {w | w contains the substring ‘aaa’ once and only once } Clear concise details please, if the language is regular, provide a DFA/NFA along with the regular expression. Thank you. Will +1
Use the pumping lemma to show that {w | w belongs to {a, b}*,and w is...
Use the pumping lemma to show that {w | w belongs to {a, b}*,and w is a palindrome of even length.} is not regular.
Use pumping lemma to prove that L3a = {ab^m ab^m a| m>0} is non-regular
Use pumping lemma to prove that L3a = {ab^m ab^m a| m>0} is non-regular
Prove that regular languages are closed under the set dierence operation. That is, if A and...
Prove that regular languages are closed under the set dierence operation. That is, if A and B are regular languages, then, A - B is also a regular language.
Prove the Complement of Difference Lemma: ( A − B )' = A' ∪ B using...
Prove the Complement of Difference Lemma: ( A − B )' = A' ∪ B using ONLY the set identities in the topical notes.
5 A Non-Regular language Prove that the language}L={www∣w∈{0,1}​∗​​} is not regular.
5 A Non-Regular language Prove that the language}L={www∣w∈{0,1}​∗​​} is not regular.
{wRwwR | w ∈{a,b}∗}. prove whether it's regular or not, if it is, draw a DFSM
{wRwwR | w ∈{a,b}∗}. prove whether it's regular or not, if it is, draw a DFSM
Prove the following identity on languages A, B, C: A(B ∪ C) = AB ∪ AC...
Prove the following identity on languages A, B, C: A(B ∪ C) = AB ∪ AC Find a counterexample to the following identity on languages A, B: A* ∩ B* = (A∩B)*
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT