Use the Pumping Lemma to prove that the set L of even length palindromes,
Proof:
Assume L is _______________________ and let p be ______________________________.
Let w =__________________ .
Then, by the pumping lemma, w = xyz where:
But then wí = xy_______z =___________________ is NOT _____________.
(fill in the superscript for y)
This _____________________________.
Hence L is ___________________________.
Q.E.D.
Last Updated: July 18 2001 9:51 p.m. by