Problem 4.9.4 (10) In Section 2.10 we proved that every
partial order is the “path-below” relation...
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Problem 4.9.4 (10) In Section 2.10 we proved that every partial order is the “path-below” relation of a graph called a Hasse diagram. How does the Hasse diagram relate to the graph of the partial order itself? Present the proof of the Hasse Diagram Theorem using mathematical induction.
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