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Series with Positive terms: tests for Convergence, Pt. 1

Series with Positive terms: tests for Convergence, Pt. 1. The comparison test, the limit comparison test, and the integral test. In this presentation, we will base all our series at 1, but similar results apply if they start at 0 or elsewhere. Comparing series. . .

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Recurrence: Master Theorem

Recurrence: Master Theorem. T(n) = aT(n/b) + f (n) where f (n)=c n k a < b k T(n) ~ n k a = b k T(n) ~ n k log b n a > b k T(n) ~ n log b a. Derivation of Master Theorem. Recurrence relation: T(n) = aT(n/b) + f(n)

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T bk - PowerPoint PPT Presentation

Series with Positive terms: tests for Convergence, Pt. 1

Recurrence: Master Theorem