An algebraic structure is \emph{locally finite} if every finitely generated substructure is finite.

A class of algebraic structures is locally finite if each member is locally finite.


Trace: • skew_lattices • kleene_lattices • semirings_with_identity_and_zero • multiplicative_lattices • semirings_with_identity • distributive_allegories • euclidean_domains • bck-lattices • locally_finite

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