At 10:49 PM +0100 12/8/00, Viktor Rosenfeld wrote:
Hubert Chan wrote:

 >
> Viktor> regular. I think, the PDA that recognizes this language is fairly > Viktor> easy to construct, but it's late, and I've done enough theoretical
 >     Viktor> computer science for today.
 >
 > For simplicity, assume that our alphabet is {a,b}.  Then the CFG is
 >
 > S: aSa | bSb | a | b
 >
 > Simple, eh?
 >
> Then converting it to a PDA is trivial (or it would be if I remembered how to
 > do it. ;-) )

Sure enough!

        M = ({q}, {a, b}, {S, a, b}, delta, q, S)

where delta (d):

        d(q, epsilon, S) = {(q, aSa), (q, bSb), (q, a), (q, b)}
        d(q, a, a) = {(q, epsilon)}
        d(q, b, b) = {(q, epsilon)}

Okay, I admit that we've been doing that two weeks ago in computer
science.  :)

MfG Viktor

PS: I just realize that ASCII is no good for math.  Oh well.

--
Viktor Rosenfeld
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HertzSCHLAG:    http://www.informatik.hu-berlin.de/~rosenfel/hs/


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