Equivalences from tilting theory and commutative algebra from the adjoint functor point of view
classification
🧮 math.AC
math.RA
keywords
theoryalgebracommutativeequivalencestiltingadjointapplyapproach
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We give a category theoretic approach to several known equivalences from (classic) tilting theory and commutative algebra. Furthermore, we apply our main results to establish a duality theory for relative Cohen-Macaulay modules in the sense of Hellus, Schenzel, and Zargar.
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