Homotopy theory for curved L_infty spaces
classification
🧮 math.DG
math.AT
keywords
inftycategoryfibrantformmanifoldobjectsspacesalgebroids
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This paper proves that $L_\infty$ spaces over a dg manifold form a category of fibrant objects. Together with the first main result of the companion paper [CJ26], this implies that transitive $L_\infty$ algebroids over a dg manifold also form a category of fibrant objects.
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