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Given an asymptotically conical, shrinking, gradient Ricci soliton, we showthat there exists a Ricci flow solution on a closed manifold that forms afinite-time singularity modeled on the given soliton. No symmetry or Kahlerassumptions on the soliton are required. The proof provides a preciseasymptotic description of the singularity formation.

Closed Ricci Flows with Singularities Modeled on Asymptotically Conical Shrinkers