Difference between revisions of "Adjunctions"

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(Created page with "Adjunction is a pair of morphisms/functors that construct a looser form of equivalence between two categories. It is closely related to the notion of Galois Connection|Galoi...")
 
 
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[[Category:Category Theory]]
[[Category:Category Theory]]
[[Category:Abstract Interpretation]]
[[Category:Abstract Interpretation]]
[[Category:Adjoint Functors]]
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Latest revision as of 14:03, 28 January 2022

Adjunction is a pair of morphisms/functors that construct a looser form of equivalence between two categories. It is closely related to the notion of Galois Connection/Galois Correspondence, which has been developed in depth by Prof. Patrick Cousot in his work on Abstract Interpretation.


References