Complete the following Pumping Lemma game to prove that L = (0"1 2- | a 2620) is not regular. O Prover claims Lis regular and fixes the value of the pumping length p. O Falsifier challenges Prover and chooses w = 0 120 L where c = Here le =PP O Prover writes w = xyz where y # e and sees that xy must be a string ofs only. O Let d = lylI because y +e. Falsifier now forms w' = xyz for k = and gets: w = 0**1*2°L because (c + d) 0. %3D 0 123abcp|

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Complete the following Pumping Lemma game to prove that L = (0 1 2-|a 262 0) is not regular.
O Prover claims L is regular and fixes the value of the pumping
length p.
O Falsifier challenges Prover and chooses w = 0 12
L where c =.
Here le| =PP
O Prover writes w = xyz where y # e and sees that xy must be a
string ofs only.
O Let d = lylI because y #e.
Falsifier now forms w' = xy'z for k =, and gets:
w' = 0**1°2°L because (c + d) 0.
%3D
0 123abcp|
Transcribed Image Text:Complete the following Pumping Lemma game to prove that L = (0 1 2-|a 262 0) is not regular. O Prover claims L is regular and fixes the value of the pumping length p. O Falsifier challenges Prover and chooses w = 0 12 L where c =. Here le| =PP O Prover writes w = xyz where y # e and sees that xy must be a string ofs only. O Let d = lylI because y #e. Falsifier now forms w' = xy'z for k =, and gets: w' = 0**1°2°L because (c + d) 0. %3D 0 123abcp|
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