Question 1 Refer to the following network flow and state the min cut, of the graph G. ---2/2 3/7 6/6 -5/5 V₂ Ⓒ (s,v1),(s,v3),(s,v2) 1/1 Ⓒ (v1,v4), (v1,v3),(s,v3),(s,v2) (v4,t).(v3,t).(v5,t) 0/3 Ⓒ (s,v2).(v2,v3),(v2,v5) -6/9 4/5 -2/3 V, 6/6 6/8

Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter9: Integer Programming
Section9.6: Solving Combinatorial Optimization Problems By The Branch-and-bound Method
Problem 3P
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Incorrect Question 1
Refer to the following network flow and state the min cut, of the graph G.
-2/2
3/7
6/6
-5/5
(s.v1),(s,v3).(s.v2)
1/1
O (v1,v4), (v1,v3),(s,v3),(s,v2)
(v4,t).(v3,t).(v5,t)
0/3
(s,v2).(v2,v3),(v2,v5)
-6/9
4/5
-2/3
6/6
6/8
Transcribed Image Text:Incorrect Question 1 Refer to the following network flow and state the min cut, of the graph G. -2/2 3/7 6/6 -5/5 (s.v1),(s,v3).(s.v2) 1/1 O (v1,v4), (v1,v3),(s,v3),(s,v2) (v4,t).(v3,t).(v5,t) 0/3 (s,v2).(v2,v3),(v2,v5) -6/9 4/5 -2/3 6/6 6/8
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Would you please explain how did you get the options? for example

Option 1: If we consider this option the sum of weights for this cut is: 2+1+5+6= 14 where did you get the 2 ,1, 5, 6? please explain for all the options

 

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