solve the recurrence T(n)=9T(n/3)+n with
master method
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Answer:
Given T(n)=9T(n/3)+n3,
I know that a=9, b=3, and f(n)=n3
and nlog39=n2
thus Case 3 applies: nlogba<f(n), n2<n3.
Can someone explain how to apply the regularity condition and how to check the regularity condition?
af(n/b)≤cf(n) where c<1
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