@editing mistake above..

ur just trying to find an even palindrome and *not longest one

On 30 Dec, 21:21, Lucifer <[email protected]> wrote:
> @atul..
>
> R u trying. to find the longest even palindrome or just an even
> palindrome ?
>
> If ur looking for the longest even palindrome then it be bbbb and the
> size returned would be 4.
>
> If ur looking for just an even palindrome and want break out as per my
> comments given then it will be "bb" and size would be 2.
>
> I just traced it and it looks fine..
>
> Also looking at ur example and assuming that ur just trying to find an
> even palindrome and longest one then i see that the breaking out of
> the loop is correct and the size is 2 with the string being "bb"..
>
> Hence, can u be more specific...
>
> On 30 Dec, 21:10, Lucifer <[email protected]> wrote:
>
>
>
>
>
>
>
> > @atul,
> > I don't have a break condition..
> > Can u be more specific..
>
> > On 30 Dec, 21:07, atul anand <[email protected]> wrote:
>
> > > @Lucifier :
>
> > > your 1st approach fails for the following cases:-
>
> > > *aaaa*
> > > *aa*bb*aa*
> > > *aaa*gg*aaa*
>
> > > etc....
>
> > > basically for cases where the 1st two and last two character of the even
> > > palindrome are same.
>
> > > for eg:-
>
> > > 1 2 3 4
> > > ----------
> > > b b b b
>
> > > 1st iteration :-
>
> > > X = 1 1 1 1
>
> > > 2nd iteration :-
>
> > > X= 1 1 1 2
>
> > >  (pStrt - X[pStrt] + 1 == pRev) -> *3=4-2+1* this condition will satisfy
> > > and loop will break.
>
> > > On Fri, Dec 30, 2011 at 9:02 PM, atul anand <[email protected]> 
> > > wrote:
> > > > @praveen : question is to find longest even length pallindrome.
>
> > > > there was some misunderstanding earlier.
>
> > > > so if input is aaaa
> > > > output string is = aaaa
>
> > > > check lucifier post above.
>
> > > > we discussed another question in the same post bcoz
> > > > of initial misunderstanding :-
>
> > > > Q) Given a string of length N, find whether there exits an even length
> > > >  reverse substring of a substring.
>
> > > > you can see mine or lucifier algo for this question.
>
> > > > On Fri, Dec 30, 2011 at 8:23 PM, praveen raj 
> > > > <[email protected]>wrote:
>
> > > >> The Question is: whther there exist a even length pallindrome or 
> > > >> not....
>
> > > >> since for even ... the two consecutive character will be equal...
>
> > > >> so find two character which are equal.. consecutively......
>
> > > >> PRAVEEN RAJ
> > > >> DELHI COLLEGE OF ENGINEERING
>
> > > >>  --
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