Definition of Representable functor

1. Noun. (category theory) A functor from some category to the category of sets ('''Set''') which is naturally isomorphic to a hom functor. ¹

¹ Source: wiktionary.com

Lexicographical Neighbors of Representable Functor

reprehends
reprehensibility
reprehensible
reprehensibles
reprehensibly
reprehension
reprehensions
reprehensive
reprehensively
reprehensory
repreparation
reprepare
represent
representability
representable
representable functor (current term)
representable functors
representamen
representamina
representance
representant
representants
representation
representation term
representation theorist
representation theorists
representational
representational process
representationalism
representationalist

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