This article defines a group property: a property that can be evaluated to true/false for any given group, invariant under isomorphism
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This article is about a definition in group theory that is standard among the group theory community (or sub-community that dabbles in such things) but is not very basic or common for people outside.
VIEW: Definitions built on this | Facts about this: (facts closely related to Schreier property, all facts related to Schreier property) |Survey articles about this | Survey articles about definitions built on this
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View a list of other standard non-basic definitions
Definition with symbols
A group is said to have the Schreier' property if is solvable.