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Given a flow network G V E let f1 and f2 be functions
Given a flow network G = (V, E), let f1 and f2 be functions from V × V to R. The flow sum f1 + f2 is the function from V × V to R defined by (26.4) (fi + f2) (u, v) = f1 (u, v) + f2(u, v) for all u, v ¬ V. If f1 and f2 are flows in G, which of the three flow properties must the flow sum f1 + f2 satisfy, and which might it violate?
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