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We consider the following problem: Suppose that you are given a 0/1 string S of kind 1m0n, that is, it has m01 's at the beginning, followed by n00 's. Note that m and n are unknown to the algorithm, only k=m+n is known. Also note, that either m or n can be equal to zero, but not both. (a) [14 marks] Design a divide-and-conquer algorithm that finds the number of zeroes in S in time O(logk), where k=m+n. Assume that the input string S is given in an array S[1,,k]. Give a brief argument showing that your algorithm is correct. (b) [12 marks] Give an argument that your algorithm indeed has O(logk) running time, by formulating, explaining and solving an appropriate recurrence equation. Assume that each comparison or arithmetic operation takes constant time..

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### We consider the following problem Suppose that you are give.pdf

• 1. We consider the following problem: Suppose that you are given a 0/1 string S of kind 1m0n, that is, it has m01 's at the beginning, followed by n00 's. Note that m and n are unknown to the algorithm, only k=m+n is known. Also note, that either m or n can be equal to zero, but not both. (a) [14 marks] Design a divide-and-conquer algorithm that finds the number of zeroes in S in time O(logk), where k=m+n. Assume that the input string S is given in an array S[1,,k]. Give a brief argument showing that your algorithm is correct. (b) [12 marks] Give an argument that your algorithm indeed has O(logk) running time, by formulating, explaining and solving an appropriate recurrence equation. Assume that each comparison or arithmetic operation takes constant time.
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