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Let P be a problem. For any instance x ∈ P, the solution is some real number f(x). Let A be a randomized algorithm for P, such that it gives a solution A(x) that lies in [1/2f(x), 2f(x)] with probability 2/3. Say the running time of A on instance x is polynomial in |x|. Design a randomized algorithm such that, on any instance x ∈ P, it gives a solution that lies in [1/2f(x), 2f(x)] with probability 1 - O(e-n), and has running time poly(|x|,n).
Imagine you are standing next to a long fence, extending as far as you can see in both directions. You want to cross the fence and you know that somewhere it has a hole you
Design a file system checker for our file system. You should call it csefsck. It will have to do the following: The DeviceID is correct All times are in the past, nothi
Suppose you want to manage a relatively small project, but you have no access to project management software of any kind. How could you use a spreadsheet program or a dat
Control recommendation strategies in computer security environment. This must be an APA style report with in text citation for example (Stallings, 2012) and I need the ref
Give an example of an instance of stable matching problem with at least three different stable matchings. That is, for some positive integer n, give ranking lists for each
Using the Division Remainder Method, give a concrete example of a hash function for a storage array with 10 storage locations addressed 0 through 9. Call your hash functio
Suppose a local college has tasked you to develop a database that will keep track of students and the courses that they have taken. In addition to tracking the students an
Identified one (1) example of a business function or operation and the business rules associated with that business function / operation. You will build upon that discussi
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