Papers › Constructing A_∞-categories of matrix factorisations
Constructing A_∞-categories of matrix factorisations
Daniel Murfet
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We study constructive A_∞-models of the DG-category of matrix factorisations of a potential over a commutative ℚ-algebra k, consisting of a Hom-finite A_∞-category equipped with an A_∞-idempotent functor.
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