#2 Suppose we know that an algorithm has 5 classes of complexity for a problem of...
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#2 Suppose we know that an algorithm has 5 classes of complexity for a problem of size n. The complexities T(n) .. Ts(n) are given below. Regarding probabilities, suppose that p is twice as likely as p2, P2 is twice as likely as p3,, P3 is twice as likely as p4 and p4 is twice as likely as p5. T for all instances: T(n) = n, T(n) = 2n, T3(n) =3n4, T(n) = 4n and T5(n) = 5n (a) Find all five probabilities p, P2, P3, P4, P5. [Hint: the sum of all probabilities equal 1.0] (b) Find the A(n) for the algorithm. #2 Suppose we know that an algorithm has 5 classes of complexity for a problem of size n. The complexities T(n) .. Ts(n) are given below. Regarding probabilities, suppose that p is twice as likely as p2, P2 is twice as likely as p3,, P3 is twice as likely as p4 and p4 is twice as likely as p5. T for all instances: T(n) = n, T(n) = 2n, T3(n) =3n4, T(n) = 4n and T5(n) = 5n (a) Find all five probabilities p, P2, P3, P4, P5. [Hint: the sum of all probabilities equal 1.0] (b) Find the A(n) for the algorithm.
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Related Book For
Data Analysis and Decision Making
ISBN: 978-0538476126
4th edition
Authors: Christian Albright, Wayne Winston, Christopher Zappe
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