Category:Order Properties
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This category contains results about Order Properties.
An order property is a property of an ordered sets which is invariant under order isomorphism.
That is, if $\struct {S_1, \preceq_1}$ and $\struct {S_2, \preceq_2}$ are isomorphic ordered sets, and $P$ is a property, then:
- $\map P {S_1, \preceq_1} \iff \map P {S_2, \preceq_2}$
Subcategories
This category has only the following subcategory.
E
- Examples of Order Properties (3 P)