Different Algorithmic Paradigms Cybersecurity Domain IT Assignment
- Country :
Malaysia
Assignment Task
Task
Questions 1. In this course we learned about different algorithmic paradigms (divide and conquer, greedy, dynamic programming, backtracking, branch and bound, approximation algorithm, and randomized algorithm). Use Google Scholar to find a research paper that applied any of these techniques to solving a problem related to the cybersecurity domain such as cryptography, data privacy, software/network security, intrusion detection, forensics, etc.
a) Briefly explain the targeted problem.
b) Briefly explain how that particular method solves the problem.
2. Provide a justification or a short proof for the following statements after you determined they are TRUE or FALSE. (8 marks: 2 marks for each) a) F(n) = ?(g(n)) is like saying f(n) ? g(n). b) A maximum weight edge of a connected, undirected graph with distinct edge weights is never included in a minimum spanning tree. c) NP-hard ? NP. d) If Subset-Sum Î P then SAT Î P. 3. In the Quicksort algorithm after the partition call, there is a recursive call for the left part fallowed by a recursive call for the right part. Can you modify the algorithm such that it sorts correctly without the second recursive call for right part? What is the time complexity? (4 marks) 4. How can you arrange a sequence of n distinct numbers such that if inserted one at a time into a Binary Search Tree, it generates a tree of height n - 1 following a zig-zag pattern such as left, right, left, right...You just need to describe the property of such as sequence.
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