HW2 Handout

HW2 Handout - CSc 445 Homework Assignment 2 Assigned Monday...

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CSc 445: Homework Assignment 2 Assigned: Monday Feb 4 2008, Due: 10:30 AM, Monday February 18 2008 Clear, neat and concise solutions are required in order to receive full credit. Revise your work carefully before submission, and consider how your work is presented. If you cannot solve a particular problem, state this clearly in your write-up, and write down only what you know to be correct. For involved proofs, ±rst outline the argument and then delve into the details. 1. (10 pts) Let A be an array of n distinct integers. Suppose A has the following property: there exists an index 1 k n such that A [1] , . . ., A [ k ] is an increasing sequence and A [ k +1] , . . ., A [ n ] is a decreasing sequence. Design and analyze an eFcient algorithm for ±nding k . 2. (10 pts) Suppose we are given an array A , each element of which represents a di²erent vote in the next election, where each vote is given as an integer representing the ID of the chosen candidate. Assume that the ID of a candidate can be a much larger number than n , the total number of votes and we would like to use no more than O (1) additional storage. Without making any assumptions about who’s running or even how many candidates there are, design and analyze an
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This homework help was uploaded on 04/08/2008 for the course CSC 445 taught by Professor Kobourov during the Spring '08 term at Arizona.

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HW2 Handout - CSc 445 Homework Assignment 2 Assigned Monday...

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