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4 cards from this section. Quick, good the night before a test.
What is a bipartite graph?
Think about how teachers and courses can connect.
What does the term 'matching' refer to in the context of bipartite graphs?
Consider the connection between teachers and subjects.
What is bipartite matching?
Consider how teachers and courses are organized.
True or False: In a bipartite matching, a teacher can teach multiple courses.
Think about the constraints of the matching problem.
Given a set of 5 teachers and only 4 courses, devise a method to allocate courses while ensuring no teacher teaches more than one course and explain your reasoning.
Use the concept of capacities to frame your solution.
If a specific teacher wishes to teach two courses and refuses to pick, how would this affect your bipartite graph and flow algorithm?
Consider how stubborn choices can limit overall network flow.
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