Question: Prove using the pumping lemma for CFL that L = { ( t _ ( 1 ) #t _ ( 2 ) #dots#t _ (

Prove using the pumping lemma for CFL that L={(t_(1)#t_(2)#dots#t_(k)|k>=):}
2,t_(1) is a proper prefix of {:t_(2),t_(1)!=t_(2),t_(i)in{a,b}^(*)} is not context-free.
Prove using the pumping lemma for CFL that L = {

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related Programming Questions!

Q:

Consider the language L defined as all palindromes over {a, b, c} that also contain a c precisely in the middle position. (Note all words in L must therefore be of odd-length.) 5. Prove, using the...

Q:

Is this CFL if it is draw PDA if not using the pumping lemma for CFLS Is this CFL if it is draw PDA if not using the pumping lemma for CFLS e. L = {a^i b^j c^k |i

Q:

In this exercise, we show that the class of CFL is not closed under intersection. For this, let = { a , b } , and define: T = { w # w R # w | w i n * * } P = { w # w R | w i n * * } U 1 = { u # v | u...

Q:

Let L = {a^k | k is prime) (a) Provo, using the Pumping Lemma, whether or not L is regular (b) Prove whether or not the complement L'. i.e. {a^| k is not prime), is regular. (c) Prove whether or not...

Q:

6. (15 points) Prove that the following languages L are not regular using the pumping lemma a) Exercise4.1.le. language L - 10"1"nsm) b) Exercise 4.1.2c. language L = {0"n is a power of 2} c)...

Q:

Theory of computation . Prove whether the following languages are regular languages or not. If they are not regular languages prove using the pumping lemma. If they are regular languages prove it...

Q:

6. Is the language L context-free? If it is, provide a grammar that derives it. If it is not, prove so using the pumping lemma for context-free languages. L = {abc" l i, j, k 2 0 and either (i

Q:

Consider the language L defined as all palindromes over {a, b, c} that also contain a c precisely in the middle position. (Note all words in L must therefore be of odd-length.) Prove, using the...

Q:

FINITE AUTOMATA: PUMPING LEMMA Let and Example: , Prove using the pumping lemma that ADD is not regular. Select a string, where x = z and y=0.

Q:

Consider language L={0i1j0ki=2;j=k+1,k0}. Is L regular? If yes: give a DFA in form of a state diagram. If not: prove, using the pumping lemma for regular languages, that L is not regular. Show your...

Q:

In a pool game, a cue ball traveling at hits the stationary eight ball. The eight ball moves off with a velocity of 0.25 m/s at an angle of 37o relative to the cue balls initial direction. Assuming...

Q:

Jeff Ryan completed an Accounting I course and was recently hired as the bookkeeper of Spring Co. The special journals shown on page 306 have not been posted, nor are "Dr." and "Cr." used on the...

Q:

Required: Zeda Incorporated, a U . S . MNC , is considering making a foxed direct investment in Derimark. The Danish government has offered Zeda a concessionary loan of DKK 1 4 , 5 0 0 , 0 0 0 at a...

Q:

Please finish these problems in 1 hour. Thank you. They are due in an hour and 10 minutes.