Given a cyclic A-infinity category, a set of objects and a splitting of the non-commutative Hodge filtration, an L-infinity quasi-isomorphism trivializing the open-closed string field theory algebra is constructed.
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Towards Open-Closed Categorical Enumerative Invariants: Circle-Action Formality Morphism
Given a cyclic A-infinity category, a set of objects and a splitting of the non-commutative Hodge filtration, an L-infinity quasi-isomorphism trivializing the open-closed string field theory algebra is constructed.