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4 cards from this section. Quick, good the night before a test.
Define flow in the context of network theory.
Think about what is being transferred from the source to the sink.
What does capacity refer to in a network?
Consider the limits on how much can pass through a pipe.
What is the primary goal of the Ford-Fulkerson algorithm?
Think about the algorithm’s purpose in a network flow context.
True or False: The maximum flow is always less than or equal to the minimum cut.
Consider how cutting edges affects the flow capacity.
Given a directed graph with specific edge capacities, use the Ford-Fulkerson algorithm to determine the maximum flow.
Keep track of the residual graph as you progress through augmentations.
Explain how changing the capacity of an edge affects the maximum flow. Provide at least two scenarios.
Think about what happens to flow when key paths change.
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