Minimum cut in a network flow
How to check if a given cut (S, T) has a minimum capacity in a network flow ?
I know that i need to use Max flow-Min cut theorem , but I don't know how .
network-flow
asked yesterday
diabjo
112
add a comment |
How to check if a given cut (S, T) has a minimum capacity in a network flow ?
I know that i need to use Max flow-Min cut theorem , but I don't know how .
network-flow
asked yesterday
diabjo
112
There is a well known algorithm. See here cs.princeton.edu/courses/archive/spr04/cos226/lectures/…
– mouthetics
yesterday
add a comment |
How to check if a given cut (S, T) has a minimum capacity in a network flow ?
I know that i need to use Max flow-Min cut theorem , but I don't know how .
network-flow
asked yesterday
diabjo
112
How to check if a given cut (S, T) has a minimum capacity in a network flow ?
I know that i need to use Max flow-Min cut theorem , but I don't know how .
network-flow
network-flow
asked yesterday
diabjo
112
asked yesterday
diabjo
112
asked yesterday
diabjo
112
asked yesterday
diabjo
112
asked yesterday
diabjo
112
112
There is a well known algorithm. See here cs.princeton.edu/courses/archive/spr04/cos226/lectures/…
– mouthetics
yesterday
add a comment |
There is a well known algorithm. See here cs.princeton.edu/courses/archive/spr04/cos226/lectures/…
– mouthetics
yesterday
There is a well known algorithm. See here cs.princeton.edu/courses/archive/spr04/cos226/lectures/…
– mouthetics
yesterday
There is a well known algorithm. See here cs.princeton.edu/courses/archive/spr04/cos226/lectures/…
– mouthetics
yesterday
add a comment |
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There is a well known algorithm. See here cs.princeton.edu/courses/archive/spr04/cos226/lectures/…
– mouthetics
yesterday