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Lecture 9 CSE 331 Sep 20, 2010
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Hope you’re following the blog
HW clarifications HW grading rubric Nice summaries of the lectures
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At most c.Nd steps (c>0, d>0 absolute constants)
Definition-III Should scale with input size If N increases by a constant factor, so should the measure Polynomial running time At most c.Nd steps (c>0, d>0 absolute constants) Step: “primitive computational step”
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Reading Assignments Sections 1.2, 2.1, 2.2 and 2.4 in [KT]
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The actual run times n! 100n2 Asymptotic View n2
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Asymptotic Notation ≤ is O with glasses ≥ is Ω with glasses
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Run time of an algorithm
(Worst-case) run time T(n) for input size n Maximum number of steps taken by the algorithm for any input of size n
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Questions?
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Today’s agenda Definition of asymptotic notations
Properties of asymptotic notations Asymptotic running time Analyzing the running time of the GS algo
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