The authors define a templicial A-infinity nerve functor that lifts Faonte's simplicial A-infinity nerve to vector-space-enriched templicial objects and prove it is a quasi-category in vector spaces.
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Templicial nerve of an A-infinity category
The authors define a templicial A-infinity nerve functor that lifts Faonte's simplicial A-infinity nerve to vector-space-enriched templicial objects and prove it is a quasi-category in vector spaces.