asymptotic analysis of algorithms
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Program Analysis
1. For this question we will consider the following problem.
Inputs:
D: a document which is a sequence of tokens (t1; : : : ; tn)
where n 1 and for 1 i n the token ti
is a string of characters.
L: a sequence of words (w1; : : : ; wm) where m 1 and for
1 i m the word w is a string of characters.
Output:
The longest token in the sequence D that is a substring of
all of the words in L.
If none of the tokens in D are substrings of the words in L
then the empty string should be returned.
A string x is a substring of a string y if the string x can be
found anywhere within y.
Note that a string is a substring of itself.
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6人のフリーランサーが、平均£63 で、この仕事に入札しています。
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Hello, I'm Algorithm expert and can surely help you here, Please let me know if you interested. Thank You
Hi, I am a programmer with 10 years of experience. I can code this problem for you, with perfect results. I can begin working today and deliver in 1-2 days' time. Thank you very much!
Hi, I have strong background in Algorithms and experience in Asymptotic analysis. Let me help you. I am ready to start asap.
Hi, I am very good in algorithms and data structures. I am IIT delhi, computer science graduate. This problem can be done suffix tree in O(|D|+|L|) . Thanks Ashish
