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Question: Suppose we have a network of nodes connected via point to point links, and source S sends a message that will be broadcast to all nodes using Reverse Path Flooding. Suppose that routers do not keep track of broadcast messages they have seen earlier.
Suppose also that routing tables change frequently, however, when a node changes its next-hop neighbor towards S, it is always ensured that the spanning tree used in RPF is loop-free (i.e. all nodes remain connected to the tree and there are no loops, the integrity of the tree is preserved)
Demonstrate that even with the above restrictions, it is possible that a message traverses the network and never stops (well, it will stop when its time-to-live expires, but assume messages don't have a time-to-live limit)
Discuss the benefits of a database over electronic files to store data determine what kinds of database products are used in your company?
A two dimensional array should be used to represent number of times the bug reached each tile on the floor. All cells of this array should be initialized to zero.
Let A[1, n] be an array of real numbers. Create an algorithm to perform any sequence of the following two operations: Add(i, x): add the value x to A[i].
Demonstrate a decision tree or table
Design a GUI and implement Tic Tac Toe game in java
Define a federated database and discuss why are federated databases becoming increasingly common? Provide examples of databases in your current or previous work environment
Identify at least two data structures that are used to organize a typical file cabinet. Why do you feel it is necessary to emulate these types of data structures in a computer program?
Make a list of some of the common data structures provided by C#. You should have a minimum of 4 different data types.
Discuss why does the Internet need HTTP, TCP, IP and DNS? Explain why is not the Internet Protocol enough to do the job? Please reply to these specific points of confusion.
The Rinky Dooflingy Corporation produces different kinds of doofingies, each identified b a product number. Create a program that reads product number and rates and stores these values in two arrays,
Illustrate that your algorithm from (a) is optimal by proving lower bound of n - k on number of comparisons required to solve the problem.
Explain a sorting algorithm which is optimal with respect to this cost model and uses O(n) space. That is, time used by algorithm should exactly match lower bound
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