Question
In the k-Flow problem, you are given a graph G = (V, E), an integer k, a source s V , and a sink t
In the k-Flow problem, you are given a graph G = (V, E), an integer k, a source s V , and a sink t V . You are wondering if there is a flow from s to t of value k.
(a) Show that k-Flow is in NP.
(b) Your fellow student claims to have a proof that k-Flow is NP-Complete. If correct, this would mean that Network Flow is NP-Complete. What would be the implications if their proof is correct?
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Seven Databases In Seven Weeks A Guide To Modern Databases And The NoSQL Movement
Authors: Eric Redmond ,Jim Wilson
1st Edition
1934356921, 978-1934356920
