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There are two sample graphs attached (size 100 and 200 vertices). Use the Breadth First Search (BFS) algorithm to create the adjacency list first. Print out the adjacency list in the following format (without any extra space, exactly in the format below): v1-vx,vy .... v2-vn- Print out the list of the nodes that you traverse through starting from vertex zero and last (two traversals). Keep the output format as follows (without any extra space): v1, v2, v3, ...., vn. This format helps the grader develop a grading code to automatically check. Find and print out the node count (or vertex count plus edge counts) of these two graphs. The programming language is Java or Python (please consult TA/Grader for exceptions). Hint: BFS Pseudocode: BFS(G,5) G: adj: list Adj for each vertex u (except s) do dfu = color-white dls = D color = gray Q = < 5 >D Q is a FIFO queue Q holds discovered but unfinished vertices while Q is not an EmptyQueue do remove(Q) remove the head for each v in Adjlu do if dfv = 0 then test ensures that node 10 dlv = dlu + color-gray enqueue(v) is enqueued at most once

          There are two sample graphs attached (size 100 and 200 vertices). Use the Breadth First Search (BFS) algorithm to create the adjacency list first. Print out the adjacency list in the following format (without any extra space, exactly in the format below): v1-vx,vy .... v2-vn-   
Print out the list of the nodes that you traverse through starting from vertex zero and last (two traversals). Keep the output format as follows (without any extra space): v1, v2, v3, ...., vn. This format helps the grader develop a grading code to automatically check. Find and print out the node count (or vertex count plus edge counts) of these two graphs. The programming language is Java or Python (please consult TA/Grader for exceptions).

Hint: BFS Pseudocode:
BFS(G,5)
G: adj: list Adj
for each vertex u (except s) do
    dfu = color-white
    dls = D
    color = gray
    Q = < 5 >D
    Q is a FIFO queue
    Q holds discovered but unfinished vertices
    while Q is not an EmptyQueue do
        remove(Q) remove the head
        for each v in Adjlu do
            if dfv = 0 then
                test ensures that node 10 dlv = dlu + color-gray
                enqueue(v) is enqueued at most once

there are two sample graphs as attached size 100 and 200 vertices use the breadth first search bfs algorithm to create adjacency list first print out the adjacency list as following format w 97412

Added by Laura O.

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