You found 2 articles that describe the same algorithm. Also, one defines the run time of the algorithm as Ω(?^?) and the other as Ω(?^?). Both are correct! Which one is more accurate? Explain.
Accurate will be Ω(?^?)
Explanation: Asymptotically N3 >
N2 , We always take the least upper bound which is
closest to our answer. Since N3 is the loose bound where
as N2 is the tight bound. Hence N2 is more
accurate as it defines us the tight bound.
Thanks, let me know if you need any more information.
You found 2 articles that describe the same algorithm. Also, one defines the run time of...
Give a dynamic programming algorithm that runs within the time complexity. Also give the space complexity of the algorithm. Please Given a directed graph with non-negative integer edge weights, a pair of vertices s and t, and integers K and W, describe a dynamic-programming algorithm for deciding whether there exists a path from s to t that has total weight W and uses exactly K edges. Your algorithm should run in time O(nm)WK). Analyze the time- and space-complexity of your...
You run a Charpy impact test on two specimens of the same material, but one was fully 4 annealed, and the other was quenched at room temperature. Which specimen will absorb more energy and why? You run a Charpy impact test on two specimens of the same material, but one was fully 4 annealed, and the other was quenched at room temperature. Which specimen will absorb more energy and why?
Describe how an attacker can obtain the one-time pad that is used to encrypt a message, given both the message and the ciphertext, and explain why your method works. Suppose that two equal-sized messages M1 and M2 are encrypted with the same one-time pad and let C1 and C2 be the resulting ciphertexts. Suppose further that an attacker captures both ciphertexts C1 and C2, and knows one of the two messages, say M1. Based on Part a), describe how the...
2.1 Searching and Sorting- 5 points each 1. Run Heapsort on the following array: A (7,3, 9, 4, 2,5, 6, 1,8) 2. Run merge sort on the same array. 3. What is the worst case for quick sort? What is the worst case time com- plexity for quick sort and why? Explain what modifications we can make to quick sort to make it run faster, and why this helps. 4. Gi pseudocode for an algorithm that will solve the following...
I also don't quite understand the meaning of N.size, is N.size (the sum of nodes) (a node and its sub trees) has? please also explain that, thank you. modify the standard definition of a binary search tree to add a field N.size at each Suppose that we node, which records the size of the subtree under N'Tincluding N itself). A. Explain how to modify the procedure for adding both the case where X is not yet in the tree and...
Economics defines the “long run” as a time period where a. all but one input are variable. b. all inputs are fixed. c. output is variable. d. all inputs are variable. . Jim decides to start a business manufacturing toothpaste. Which of the following would be an economic cost of the undertaking, but not an accounting cost? a. $100,000 of Jim's own money that he invests to start up the business. b. The wages Jim pays to his staff of...
Choose one of the articles from the assignment, and discuss the findings. Would you apply the evidence found to your practice? Explain your answer. Translating research into practice is the final and most important step in the research process. Review information you found your nursing clinical issue and explain ways in which you would share the research-based evidence with your peers.
In this project, you will work on the algorithm (discussed in Module 1) to determine the length of the longest sub sequence of consecutive integers in an array You will implement the algorithm using Hash tables. You are provided with sample code (in C++ and Java) representing the linked list-based implementation of Hash tables (as an array of Linked Lists). You could go through the code to understand the implementation of a Hash table and the functions that can be...
9-2. For each of the following problems: design a reduction algorithm a hash table or sorting algorithm that solves the problem; describe your algorithm with clear pseudocode; and prove the time efficiency class of your algorithm. duplicate search problem input: a vector V of comparable objects output: an element of V that appears more than once in V, or None if no such element exists 9-2. For each of the following problems: design a reduction algorithm a hash table or...
When asked to describe an algorithm you are expected to give a clear pseudo-code description of the algorithm 1. (10 pts) Here is a new sorting algorithm NewSort Suppose the original call made is NewSort(A,0,n-1) where A is an array integers. == void NewSort(int A[], int i, int j){ \\ sorts the subarray Aſi..j] if (j i+1) \\when there are only 2 elements if (A[i] > A[j]) swap(A,i,j) \\swaps A[i] and A[j] else { int k = (j-i+1)/3; NewSort(A,i,j-k); \\...