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- Reflective_subcategory abstract "In mathematics, a subcategory A of a category B is said to be reflective in B when the inclusion functor from A to B has a left adjoint. This adjoint is sometimes called a reflector. Dually, A is said to be coreflective in B when the inclusion functor has a right adjoint.".
- Reflective_subcategory thumbnail Refl1.png?width=300.
- Reflective_subcategory wikiPageExternalLink acc.pdf.
- Reflective_subcategory wikiPageID "3967424".
- Reflective_subcategory wikiPageRevisionID "553955641".
- Reflective_subcategory hasPhotoCollection Reflective_subcategory.
- Reflective_subcategory subject Category:Adjoint_functors.
- Reflective_subcategory comment "In mathematics, a subcategory A of a category B is said to be reflective in B when the inclusion functor from A to B has a left adjoint. This adjoint is sometimes called a reflector. Dually, A is said to be coreflective in B when the inclusion functor has a right adjoint.".
- Reflective_subcategory label "Reflective subcategory".
- Reflective_subcategory label "Отражающая подкатегория".
- Reflective_subcategory sameAs m.0b93my.
- Reflective_subcategory sameAs Q6101219.
- Reflective_subcategory sameAs Q6101219.
- Reflective_subcategory wasDerivedFrom Reflective_subcategory?oldid=553955641.
- Reflective_subcategory depiction Refl1.png.
- Reflective_subcategory isPrimaryTopicOf Reflective_subcategory.
