Can someone help me with (i), the first diagram?
Can someone help me with (i), the first diagram? 3.4. Run the strongly connected components algorithm...
ignore red marks. Thanks 10. (16) You will compute the strongly connected components of this graph in three steps. a. STRONGLY-CONNECTED-COMPONENTS (G) (7) Perform a depth-first search on call DFS(G) to compute finishing times w/ for each vertex the following graph. (To make 2 compute GT this easier to grade, everyone call DFS(GT), but in the main loop of DFS, consider the vertices in order of decreasing wf (as computed in line 1) please start with vertex "a" and 4...
Help with Q3 please! 3 (9 pts) For the graph G (VE) in question 2 (above), construct the adjacency lists for G (using alphabetical ordering) and the corresponding reverse graph GR Adjacency list for G (alphabetical ordering): Adjacency list for G. V = {A, B, C, D, G, H, S) V - {A, B, C, D, G, H, S) E A = { EB = EC) - E[D] = {C,G) E[G] - [ ECH - E[S { EA = {...
I have done the a and b, but i'm so confuse with other questions, could someone help me to fix these questions, thanks so much. 4 Directed graphs Directed graphs are sometimes used operating systems when trying to avoid deadlock, which is a condition when several processes are waiting for a resource to become available, but this wil never happen because Page 2 p2 T2 Figure 1: Minimal example of a resource allocation graph with deadlock other processes are holding...
SpecificationStart with your Java program "prog340" which implements Deliverables A and B.This assignment is based on the definition of the Traveling Salesperson Problem (the TSP): Given a set of cities, you want to find the shortest route that visits every city and ends up back at the original starting city. For the purposes of this problem, every city will be directly reachable from every other city (think flying from city to city).Your goal is to use a non-genetic local search...