Solving a recurrence
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Solve the following recurrence exactly for n of the form 2^2^k.
T(2) = 1
T(n) = 2T(n^(1/2)) + log n
Express your answer as simply as possible using theta notation.
note added ** theta notation is based on big O notation
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Solution Summary
This shows how to solve a recurrence using theta notation.
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Proof:
Let n=2^2^k, then we have
T(n)=T(2^2^k)=2T(n^(1/2))+log ...
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