University of California San Diego Greedy Programming Questions 25 Points
Divide and Conquer question:
You are given an array of bits, b[1..n], b[i]∈{0,1}, where n=2^k+1 is a power of 2 plus 1 and is at least 3, b1=0 and bn=1
Give an O(log n) time algorithm that finds two consecutive bits that are the same, i.e., finds 1 ≤ i ≤ n−1 with bi = bi+1
(Hint: what would happen if there were no consecutive equal bits?)
Give a time analysis for your algorithm, and brief explanation for correctness.
Points distribution:
-algorithm (10 points)
-brief explanation of correctness (5 points)
-recursion for time (5 points)
-correct solution for recursion (5 points)
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