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Problem
1. Describe efficient algorithms for performing operations remove(e) and replaceKey(e,k) on an adaptable priority queue realized by means of an unsorted list with location-aware entries.
2. Describe efficient algorithms for performing operations remove(e) and replaceKey(e,k) on an adaptable priority queue realized by means of a heap with location-aware entries.
Create a shell script to send a customized mail memo to the users listed on the command line through login name, only if they are currently logged on.
We would like to determine whether a given array A has a majority element, and if so, find the element.
There is no predefined limitation on the number of records (linked list needed)
What is the complexity of the gnome sort for the average case? Justify your answer. The justification can be based on approximate calculations.
Evaluate the effective address if the addressing mode of the instruction is (a) direct; (b) immediate; (c) relative; (d) register indirect.
For the arithmetic expressions draw a binary tree that represents the expression, and then use tree traversals to find the equivalent prefix and postfix.
Describe an algorithm for finding a spanning tree with minimal weight containing a specified set of edges in a connected weighted undirected simple graph.
Create screen captures from the sites and indicate where the site structure and navigation information are available to the user.
Purpose of this Assignment This assignment gives you the opportunity to apply the course concepts to develop a Decision Table and a Decision Tree for one aspect of the new billing and payment system
Let the binary search tree (BST) which is initially empty. Sketch the tree which will result if following numbers are inserted in the same order.
You should also write driver programs to test them as instructed in the programming problems at the end of this chapter.
Give an O(log n) algorithm to find an integer from [1, m] that is not present in A and find the smallest such integer. Explain why your algorithm is correct.
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