Establishes that dg-algebras exhibit polynomial Betti growth precisely when they satisfy a derived complete intersection condition, via minimal models and an extension of Halperin's theorem.
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Derived complete intersections and polynomial growth of Betti numbers over dg-algebras
Establishes that dg-algebras exhibit polynomial Betti growth precisely when they satisfy a derived complete intersection condition, via minimal models and an extension of Halperin's theorem.