Proves that for any d ≥ 1, twisted (d+2)-periodic algebras correspond to algebraic triangulated categories with a dZ-cluster tilting object that admit a unique dg enhancement.
Lectures on dg-categories
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The Derived Auslander-Iyama Correspondence
Proves that for any d ≥ 1, twisted (d+2)-periodic algebras correspond to algebraic triangulated categories with a dZ-cluster tilting object that admit a unique dg enhancement.