Consider the following dynamicconnectivity problem and we want tosolve it using Quick-Union algorithm.A corresponding array id could be:A. |32| 12456id[i]444В.23456.id[i]4444С.345id[i]25.6D.1 551246id[i]АC

Answered: Consider the following dynamic…

Engineering

Computer Science

Consider the following dynamic connectivity problem and we want to solve it using Quick-Union algorithm.

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

See similar textbooks

Related questions

Q: Here are four statements. A. Bellman-Ford and Dijkstra are both "Shortest Path" Algorithms. B. Both…

A: Bellman-ford and dijkstra are both "shortest path" algorithms.Both algorithms are typically applied…

Q: Show how given a graph G in adjacency matrix representation, it is possible to use Strassen's…

A: Algorithm: Start the program. Declare the graph as adjacency matrix. Check whether the graph…

Q: Consider m rectangles, where the i-th rectangle is represented by the x- and y-coordinates Xil = m…

A: The problem is to determine whether a set of given points is covered by at least one of the given…

Q: Iterative Improvement Apply the shortest-augmenting path Ford-Fulkerson algorithm to find a maximum…

A: Ford-Fulkerson Method Ford-Fulkerson is a method of computing the maximum flow of graph in a flow…

Q: 8 3 3 4 o Give the adjacency matrix of the graph. o Use Kruskal's algorithm to find an MCST of the…

A: Note:- Thanks for your question, As per our guideline we can answer only first question, please…

Q: Assume that the complete weighted graph G is given. The TSP problem in this graph is defined as…

A: A) Travelling salesman problem: The travelling salesman problem (TSP) is a computational issue in…

Q: udi Dyna for determining global pairwise sequence alignments was described in lecture Guence Allgh…

A: It is defined as a technique that breaks the problems into sub-problems, and saves the result for…

Q: 6 Enumerate the critical paths in the decomposition of LU factorization shown in Fiqur 27.

A: In the master-slave model, one or more master processes generate task and allocate it to slave…

Q: (1) Consider the adjacency matrix A of a directed network of size N =4 given by 1 A = 1 0 0 1 0 we…

Q: Consider a two-link network of three nodes. (a) Labeling nodes 1, 2, 3, draw all such possible…

A: A computer network is a collection of computers & computing equipment linked together through…

Q: Problem 1. Perform the following UNION operation on the disjoint-set forest shown in figure 1.…

A: Before performing the union operation, we have to find the representative elements of g and m while…

Q: 7. Let f(x) = cos(x) and the nodes are {-pi/4,0, pi/4). Use Cauchy's theorem to find the upper bound…

Q: Suppose you are given a connected undirected weighted graph G with a particular vertex s designated…

A: modify the graph such that all have the same weight. edges having weight 3x split them into three .…

Q: 5. For the original graph above (no edges removed), what would be the shortest path length (BFS…

A: (a) BFS ( Breadth First Search) Algorithm :- This algorithm searches the graph level by level , as…

Q: Draw the corresponding graph for the weighted matrix

A: Let's draw the graph

Q: Let A, B, C, D be the vertices of a square with side length 100. If we want to create a…

Q: The algorithm to perform the task is Algorithm 4. Algorithm 4 : Element as Product of Strong…

A: Input : a group G acting on f~ = { 1,2 ..... n };an element g of G;a base and strong generating set…

Q: a) Why can Dijkstra's algorithm not work properly weighted edges? Explain with example. on graphs…

A: To find optimal solution or path there are multiple algorithms using greedy approach. greedy…

Q: directed, represented as neighborhood matrix and in a line of weightless N nodes, given between any…

A: Summary Basically, a matrix of size ‘N’ is taken, and a source and a destination along ‘k’ are taken…

Q: Please answer fast Let (G,g,p) be a cyclic group. Problem P1: Given (g, g^u,g^v), compute…

A: Solution Problem P1: Given (g,g^u,g^v), compute g^{u/v} g^{u/v} = (g^u)^{1/v} = (g^{v})^{-u/v} =…

Q: Write the algorithm that finds and returns how many paths in k units of length between any given two…

A: Matrix which is of size ‘N’ is taken, and a source node and a destination node along with ‘k’ are…

Q: The following is an instance of the conjunctive normal form (CNF) problem. (x1 V x2 V x3) ^ (x3 V…

A: Construct a graph G containing k clusters, each with a maximum of three nodes. A clause in…

Q: 6 7 8 -) Determine R+. ) If vertices on R are considered as tasks, determine a sequence that…

Q: Solve the following instance of SAT with the partial enumeration algorithm: (Y₁ V Y₂ V Y4) A (Y₁…

A: The SAT occasion is comparable to the straight framework: YIV = Y2 + A(Y1 3); YIV = A(YAV 2). We…

Q: 1. Given the map below, we want to find a path from K to R. Consider only graph search, i.e each…

A: Here we find solution path using :…

Q: A. Depth First Search B. Breadth First Search A G D B H E C I F

Q: Problem 5 R w. Let G be a connected weighted undirected graph with n nodes and m edges. The weight…

A: SUMMARY: - Hence, we discussed all the points.

Q: In class we proved that the 1D line segment intersection problem has an inherent difficulty of Ω(n…

A: Brief Explanation is provided in next step:

Q: a. Given the above adjacency matrix: i. Draw the equivalent adjacency list. [2] ii. Draw the…

A: Given :

Q: For the one-dimensional version of the closest-pair problem, i.e., for the problem of finding two…

A: According to the information given:- We have to design and determine divide-and-conquer technique,…

Q: You are given a cluster an of length n. You are approached to deal with q inquiries of the…

A: Here have to determine about the cluster an of length problem statement.

Q: Find minimum POS for the following Maxterm expansion. Use K-Map. F(a, b, c, d) = TTM(0, 1, 2, 3, 4,…

A: To find minimum POS using K-Map

Q: 1. Use depth-first search to produce a spanning tree for the simple graph G. Choose vertex a as the…

Q: Q2. Given the graph below implement an array based storage backend for a map application to leverage…

A: Note: Answering in python as no language is mentioned. Input : The graph is given in the image.…

Q: The Algebraic Algorithm The algebraic BFS algorithm uses the adjacency matrix A of a graph G = (V,…

A: The Python implementation shown below uses a matrix called N to display neighbours, with N[: k]…

Q: give an example of a network with no more than 6 nodes and define all the data structure used by a…

A: Distence vector The distence vector is nothing but the distributed, iterative and asynchronous.…

Q: Given an undirected connected graph where each edge is associated with a positive weight, we want to…

A: Please give positive ratings for my efforts. Thanks. ANSWER We will use fact that graph is…

Q: A 3 1 2 2 H 2 3 G F E 2 3. 2. 3. 5.

A: Here in this question we have given a graph and we have asked to apply dijkastra algorithm on this…

Q: Bellman-Ford and Dijkstra can be extended to solve the all pair shortest paths (APSP) problem. What…

A: Note: There are multiple questions given in one question. According to the rule, you will get the…

Q: how could someone solce this one? The Chinese postman problem: Consider an undirected connected…

A: For undirected connected graph if we want to find out the shortest route from a given starting node…

Q: Problem 2. Use Bellman-Ford to determine the shortest paths from vertex s to all other vertices in…

A: The Answer is in given below step

Q: Find the minimum spanning tree for the below network using Prim's and Kruskal's algorithm. 12 11 19…

Q: Consider the following dynamic connectivity problem and we want to solve it using Weighted…

A: Lets see the solution in the next steps

Q: Let (Finite_DFA) = {w, Mx is a DFA and L(Mx) is finite}. Show that (Finite_DFA) is decidable

A: Given that, (Finite_DFA) = {w, Mx is a DFA and L(Mx) is finite} L(Mx) is finite that means L(Mx) is…

Q: Please solve it with details

A: Following are the DIJKSTRA'S Algorithm in the single-source shortest path (SSSP):

Q: The book demonstrated that a poisoned reverse will prevent the count-to-infinity problem caused when…

A: Because the Bellman-Ford Algorithm cannot prevent loops, the fundamental concern with Distance…

Q: Suppose n numbers of customers are waiting in a queue. Each node of the queue contains two…

A: the program is written in c++ as the language is not mentioned.all the conditions are satisfied and…

Question

Consider the following dynamic
connectivity problem and we want to
solve it using Quick-Union algorithm.
A corresponding array id could be:
A. |
3
2
| 1
2
4
5
6
id[i]
4
4
4
В.
2
3
4
5
6.
id[i]
4
4
4
4
С.
3
4
5
id[i]
2
5.
6
D.
1 5
5
1
2
4
6
id[i]
А
C

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, computer-science and related others by exploring similar questions and additional content below.

Similar questions

10. Apply Djikstra's Algorithm to find a shortest path from A to Z. Be sure to show each step of the algoriothm on a separate picture as discussed in class. Work carefully and pay attention to details. You need to clearly show how you are applying the algorithm. Also be sure to clearly name the verticies of a final shortest path B
3. Consider the following network b) Describe in detail how the Kernighan-Lin algorithm works and apply it, step by step, to the network above, starting with the two subsets (a, c, f) and (b, d, e).
If two (2) DFAs have the same number of nodes and the same layout of nodes after completing the minimization, then, the said DFAs are equivalent. That is, the DFAs are map 1-to-1 with respect to their nodes. Therefore, the DFAs are
Consider the problem of finding the length of a "longest" path in a weighted, not necessarily connected, dag. We assume that all weights are positive, and that a "longest" path is a path whose edge weights add up to the maximal possible value. For example, for the following graph, the longest path is of length 15: 9. 9. (h) 2 3 Use a dynamic programming approach to the problem of finding longest path in a weighted dag.
The book demonstrated that a poisoned reverse will prevent the count-to-infinity problem caused when there is a loop involving three directly connected nodes. However, other loops are possible. Will the poisoned reverse solve the general case count-to-infinity problem encountered by Bellman-Ford? -Yes, the poisoned reverse will prevent a node from offering a path that includes preceding nodes in the loop. -It will not, preceeding nodes may still be used in the computation of the distance vector offered by a given node.
Suppose that during an A* search a goal node is generated with cost p and it is added to OPEN. How can we leverage this information to reduce A*'s memory usage without changing the quality of the solution encountered? The heuristic function Octile Distance has a property that allows us to simplify the A*'s implementa- tion. What is this property and how does it simplify the implementation of the algorithm?
i’m attaching problem 2 as a reference
Question # 22: Suppose you have a function f (x) = – cos (æhd two nodes -5 and 0. 1. Find the interpolation polynomial of the given function and nodes using the Vandermonde matrix method. 2. Roughly hand-draw a comparison graph between f ()and the interpolating polynomial. 3. Compute the actual interpolation error at a = 0
Please help with algorithm no coding needed
The Algorithm of AlgebraThe adjacency matrix A of a graph G = is used by the algebraic BFS algorithm (V, E).First, we create a vector x with all zeros except for the index of the source vertex s that we wish to use as the starting point for the algorithm; next, we create the matrix A = A+ I; last, AT x chooses all nodes that are at a distance of 1 (level 1) from the source vertex. The vertices with the fewest number of hops are obtained by multiplying the vector x by the matrix A2. As a rule, the product Ak x will produce neighbours that are at most k hops distant, and the multiplication should be done in a boolean manner as in the algorithm shown below. Algorithm for Algebraic BFS1: Input : Adjacency matrix An,n of a graph G = (V, E) connected, unweighted graph G and asource vertex s2: Output : N, visited, levels a matrix that shows level i vertices at its column i, the visitedvertices in sequence and their levels3: x[n] ← 04: x[s] ← 15: A ← A + I6: for i = 1 to n do7: N ← AT · x8:…
Question 5 Refer to the following graph and choose the option that reflects the row for node 3 of the D(2) matrix generated by the Floyd-Warshall Algorithm. If you are solving this programmatically, be careful about zero-based indices in most languages. The graph below has 1-based indexing. 1 O 32042-8 3 O-42 327620 -5 Infinity O 87 Infinity 9 0 Infinity O 0204-1-8 10 5 -8
Now let I = {a,b}, and let P = {wiw e I* A w = w}. Prove that P sm P. 4. Construct a mapping reduction from P to P. Implement your mapping reduction function. 5. Prove that your function from #4 has the mapping reduction property.