Editing Proper sub-APS
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- | + | A sub-APS <math>H</math> of an APS <math>G</math> is termed '''proper''' if there is an index <math>n</math> for which <math>H_n</math> is a proper subset of <math>G_n</math>. | |
- | + | ==See also== | |
+ | * [[Strongly proper sub-APS]] | ||
+ | * [[Nontrivial sub-APS]] | ||
- | + | [[Category: Terminology local to the wiki]] | |
+ | [[Category: Set-theoretic sub-APS properties]] | ||
+ | [[Category: sub-APS properties]] |