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3 cards from this section. Quick, good the night before a test.
Define 'partial ordering' in your own words.
Consider what makes it different from a complete order.
What are the three properties of a partial order?
Use the acronym R.A.T.
What does a partial order require?
Use the acronym R.A.T.
True or False: In a total ordering, some elements can be incomparable.
Reflect on the definition of total ordering.
Create a new example of a partial ordering using your favorite hobby or interest. Explain the properties it satisfies.
Think about subcategories within a main genre.
Analyze a scenario where you have 4 tasks in a project: A, B, C, D. If A must precede B, and both B and C must come before D, construct the Hasse diagram and discuss any potential deadlocks.
Visualize task dependencies.
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