Left transiter-preserved subgroup metaproperty

This article defines a subgroup metametaproperty
View a complete list of subgroup metametaproperties

Definition

A subgroup metaproperty $\alpha$ is termed left transiter-preserved or left transiter-closed if whenever a subgroup property $p$ satisfies $\alpha$, then the left transiter of $p$ also satisfies $\alpha$.

Relation with other metaproperties

Stronger metaproperties

• Left residual-preserved subgroup metaproperty