LOGICAL PERFECTION

[B114] Defined in the Critique as knowledge of an object in which the plurality of the concept (the qualitative plurality, the aggregate of consequences which the concept grounds) "leads back to...and accords completely with" the unity of the concept (qualitative unity, thinking of the unity in the combination of the manifold). A logically perfect concept has qualitative completeness, which involves "the completeness of the ground of explanation of [the logically perfect concept's] consequences. Kant identifies qualitative completeness with totality, the third "moment" of the division of quantity in the table of categories.