The paper establishes A-infinity equivalences between curved infinity-local systems, projectively flat graded vector bundles, and curved loop-space representations, recovering twisted sheaves via a Riemann-Hilbert correspondence.
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Curved $\infty$-Local Systems And Projectively Flat Riemann-Hilbert Correspondence
The paper establishes A-infinity equivalences between curved infinity-local systems, projectively flat graded vector bundles, and curved loop-space representations, recovering twisted sheaves via a Riemann-Hilbert correspondence.