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Consider a diagram of a telephone network, which is a graph G whose vertices represent switching centers, and whose edges represent communication lines joining pairs of centers. Edges are marked by their bandwidth, and the bandwidth of a path is the bandwidth of its lowest bandwidth edge. Give an algorithm that, given a diagram and two switching centers a and b, outputs the maximum bandwidth of a path between a and b.
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.
Suppose if we add an edge to a biconnected graph with k strongly connected components, then there are 3-situations: the endpoints of edge lie in different strongly connected component and there is no path between 2 in the original graph,
Prepare a program that asks the user how many automobiles are to be explained, and for each automobile it inputs the user's selection of make and color.
If this is psudocode for encryption feistel cipher determine decryption algorithm?Output: ciphertext = (left[16], right[16]) Explain pseudo-code of corresponding decryption algorithm for this cipher.
Computations of a Binary Tree Write a function in C programming language that can find and return the height of a Binary Tree.
Give an example of a graph in which every node is pivotal for at least two different pairs of nodes. Explain your answer.
Using basic queue and stack operationns, write algorithm to reverse elemens in the queue. Suppose that 'Stack' is class described in section with 'StackType' set to int and STACK_CAPACITY
Describe the purpose of queue in breadth-first traversal? Assume you had function call displayAtDepthN, which when given tree and depth would display only nodes at that depth.
For each value of ε, give items included and scaled and unscaled value of solution that algorithm finds. For tables, you only require to show those rows which correspond to values less than or equal to scaled value of this solution.
Discuss about one e-Business failure. Describe what happened and what you would have done differently. Explain whether or not the e-Business practiced sound financial planning.
The edge connectivity of an indirected graph is minimum number k of edges that must be removed to disconnect the graph.
You are given a DAG called G which is the prerequisite graph for a set of courses required for a degree. Each vertex corresponds to course. Provide a high-level description of algorithm which labels each vertex in G with minimum number of semesters..
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