You are given 'n' strings w1, w2, .., wn. Let Si denote the set of
strings formed by considering all unique substrings of the string wi. A
substring is defined as a contiguous sequence of one or more characters in
the string. More information on substrings can be found
herehttp://en.wikipedia.org/wiki/Substring.
Let 'S' = {S1 U S2 U Sn} .i.e 'S' is a set of strings formed by
considering all the unique strings in all sets S1, S2, . Sn. You will
be given many queries and for each query, you will be given an integer 'k'.
Your task is to output the lexicographically kth smallest string from the
set 'S'.
*Input:*
**The first line of input contains a single integer 'n', denoting the
number of strings. Each of the next 'n' lines consists of a string. The
string on the ith line (1=i=n) is denoted by wi and has a length mi. The
next line consists of a single integer 'q', denoting the number of queries.
Each of the next 'q' lines consists of a single integer 'k'.
Note: The input strings consist only of lowercase english alphabets 'a' -
'z'.
*Output:*
Output 'q' lines, where the ith line consists of a string which is the
answer to the ith query. If the input is invalid ('k' |S|), output
INVALID (quotes for clarity) for that case.
*
*
*Constraints:*
1=n=50
1=mi=2000
1=q=500
1=k=10*
*
*Sample Input:*
2
aab
aac
3
3
8
23
*Sample Output:*
aab
c
INVALID
*Explanation:*
For the sample test case, we have 2 strings aab and aac.
S1 = {a, aa, aab, ab, b} . These are the 5 unique substrings of
aab.
S2 = {a, aa, aac, ac, c } . These are the 5 unique substrings of
aac.
Now, S = {S1 U S2} = {a, aa, aab, aac, ab, ac, b, c}.
Totally, 8 unique strings are present in the set 'S'.
The lexicographically 3rd smallest string in 'S' is aab and the
lexicographically 8th smallest string in 'S' is c. Since there are only 8
distinct substrings, the answer to the last query is INVALID.
On Thu, Jan 5, 2012 at 3:59 PM, WgpShashank shashank7andr...@gmail.comwrote:
HI Anantha , I had similer discussion long time back , although its not
full final but similer ,i hope it will gives you some idea .
http://www.linkedin.com/groups/Detecting-Duplicate-Documents-1210167%2ES%2E55684470?qid=eb015784-36a3-498d-8441-558ace3b4038trk=group_items_see_more-0-b-ttl
Thanks
Shashank Mani
Computer Science
Birla Institute of Technology,Mesra
*http://shashank7s.blogspot.com*
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