Transitive Relations: Difference between revisions

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! precedes
! R
! if A precedes B, and B precedes C, necessarily A precedes C. This would be true whatever the nature of A, B, and C,although the ideas can be made more precise by thinkingof A, B, and C as events occurring at specific times.
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| precedes
| if A precedes B, and B precedes C, necessarily A precedes C. This would be true whatever the nature of A, B, and C,although the ideas can be made more precise by thinkingof A, B, and C as events occurring at specific times.
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| includes
| includes
| if A includes B, and B includes C, necessarily A includes
| if A includes B, and B includes C, necessarily A includes
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This mathematical definition of transitivity can be
This mathematical definition of transitivity can be
readily interpreted for many contextual relations.
readily interpreted for many contextual relations.