Difference between revisions of "Poset"
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Latest revision as of 21:24, 19 April 2016
Stub grade: B
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This page is a stub, so it contains little or minimal information and is on a to-do list for being expanded.
Definition
A poset or partially ordered set is a tuple consisting of a set, [ilmath]X[/ilmath] and a partial ordering, [ilmath]\preceq[/ilmath], on [ilmath]X[/ilmath], then:
- [ilmath](X,\preceq)[/ilmath] is a poset
References
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This page requires references, it is on a to-do list for being expanded with them.
Please note that this does not mean the content is unreliable, it just means that the author of the page doesn't have a book to hand, or remember the book to find it, which would have been a suitable reference.
The message provided is:
The message provided is:
I know Introduction to Category Theory has the definition, Analysis (Maurin) might too!
