Question
Consider the following recurrence. T(n)=T(n/2)+2T(n/4)+n n4, andT(n)=1 1n <4. Prove by induction that T (n) = O(n log n). More precisely show that T (n)
Consider the following recurrence. T(n)=T(n/2)+2T(n/4)+n n4, andT(n)=1 1n<4.
Prove by induction that T (n) = O(n log n). More precisely show that T (n) an log n + b for n 1 where a, b 0 are some fixed but suitably chosen constants (you get to choose and fix them).
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Intelligent Information And Database Systems Third International Conference Achids 2011 Daegu Korea April 2011 Proceedings Part 2 Lnai 6592
Authors: Ngoc Thanh Nguyen ,Chong-Gun Kim ,Adam Janiak
2011th Edition
3642200419, 978-3642200410
