Saturated normal sub-APS

This article gives a basic definition in the following area: APS theory
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This article gives a property that can be evaluated for a sub-APS in an APS of groups

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Definition

A sub-APS $H$ of an APS of groups $(G,\Phi )$ is termed a saturated normal sub-APS if it is both saturated and normal. Equivalently, the quotient APS is an IAPS of groups.

Also refer saturated normal sub-IAPS.