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Suppose that you have a dictionary whose words are not sorted in alphabetical order.
As a function of the number, n of words, what is the efficiency of searching for a particular word in this dictionary ?
Do the same for dictionary whose words are sorted alphabetically. Compare results.
Create a 10-12 slide presentation describing the data types. Include the following in your presentation: Introductory slide and Slide for each data type
draw a table showing the intermediate distance values of all vertices at each iteration of the algorithm; (ii) show the final shortest-path tree.
Analyze five (5) ways in which SOA reduces the total cost of ownership (TCO). Examine five (5) ways in which using XML enables data and information exchange between clients and servers using Web Services in an SOA environment
Calculate the Diffie-Hellman key values. Calculate values for both keys (secret key a and secret key b). You must show your work for full credit.This includes the calculations each person performs to calculate and verify the values.
Let A be an array with n elements such that the first n -sqrt( n) elements are already sorted (though we know nothing about the remaining elements). Give an algorithm that will sort A with a worst-case runtime substantially better than O(n logn).
The time delay of a long-distance call can be determined by multiplying a small fixed constant by the number of communication links on the telephone network between the caller and callee
Calculate the worst-case run-time complexity of your algorithm and prove optimality of the solution it gives. Suppose that the road is a straight line with a western end and an eastern end.
conduct time complexity analysis of the algorithm (and also mention best case and worst case analysis if applicable).
Combine the code you have written for Binary Search Trees (BSTs) and Red Black 'Rees (RBTs) in previous labs to produce a tree ADT which can be either a simple BST or a self-balancing RBT.
Several functions have an almost infinite number of input values. Testing all of these values is not possible in most cases, and does not necessarily tell us more than testing a few prices.
Suppose that we use insertion sort on a randomly ordered array where items have only one of three values. Is the running time linear, quadratic, or something in between?
Write and test a function that implements the Perfect Shuffle of a one-dimensional array with an even number of elements. For example, it would replace the array.
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