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3 cards from this section. Quick, good the night before a test.
What is the source in a network flow?
Think about where the flow begins.
What does the term 'sink' refer to?
Consider where the flow is headed.
What is the purpose of the Ford-Fulkerson algorithm?
Consider what the algorithm aims to achieve.
True or False: The maximum flow in a network can exceed the minimum cut capacity.
Reflect on the relationship between flow and capacity constraints.
Given a directed graph with edges having specific capacities, use the Ford-Fulkerson algorithm to calculate the maximum flow from source 's' to sink 't'. Demonstrate all steps including residual graph representations.
Start at zero flow and find paths iteratively.
Prove the Max Flow-Min Cut Theorem by considering a specific network and demonstrating that the maximum flow equals the smallest cut capacity.
Experiment with identifying cuts in a sample network.
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