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Please Answer this in C++ language: You're given a simple undirected graph G with N vertices and M edges. You have to assign, to each vertex i, a number C'; such that 1 ≤ C; ≤ N and Vi ‡ j, C; ‡ Cj. For any such assignment, we define D; to be the number of neighbours jof i such that C; < C₁. You want to minimise maxi {…..N} Di — min¡¤{1...N} Di. Output the minimum possible value of this expression for a valid assignment as described above, and also print the corresponding assignment. Note: • The given graph need not be connected. • If there are multiple possible assignments, output anyone. • Since the input is large, prefer using fast input-output methods. Input 1 57 12 13 14 23 24 25 35 Output 2 43251

Please Answer this in C++ language: You're given a simple undirected graph G with N vertices and M edges. You have to assign, to each vertex i, a number C'; such that 1 ≤ C; ≤ N and Vi ‡ j, C; ‡ Cj. For any such assignment, we define D; to be the number of neighbours jof i such that C; < C₁. You want to minimise maxi {…..N} Di — min¡¤{1...N} Di. Output the minimum possible value of this expression for a valid assignment as described above, and also print the corresponding assignment. Note: • The given graph need not be connected. • If there are multiple possible assignments, output anyone. • Since the input is large, prefer using fast input-output methods. Input 1 57 12 13 14 23 24 25 35 Output 2 43251

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Please Answer this in C++ language: Input 1 15 You're given a simple undirected graph G with N vertices and M edges. You have to assign, to each vertex i, a number C'; such that 1 ≤ C; ≤ N and Vi‡j, i cj. For any such assignment, we define D; to be the number of neighbours jof i such that C; < C₁. You want to minimise maxi(1..N) Di - minic{1..N} Di. Output the minimum possible value of this expression for a valid assignment as described above, and also print the corresponding assignment. Note: • The given graph need not be connected. • If there are multiple possible assignments, output anyone. Since the input is large, prefer using fast input-output methods. 57 12 13 14 23 24 25 35 223 Output 2 43251
Transcribed Image Text:Please Answer this in C++ language: Input 1 15 You're given a simple undirected graph G with N vertices and M edges. You have to assign, to each vertex i, a number C'; such that 1 ≤ C; ≤ N and Vi‡j, i cj. For any such assignment, we define D; to be the number of neighbours jof i such that C; < C₁. You want to minimise maxi(1..N) Di - minic{1..N} Di. Output the minimum possible value of this expression for a valid assignment as described above, and also print the corresponding assignment. Note: • The given graph need not be connected. • If there are multiple possible assignments, output anyone. Since the input is large, prefer using fast input-output methods. 57 12 13 14 23 24 25 35 223 Output 2 43251
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