Author

Zhu Peng

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Preprint Oct 2026

Strong Uniqueness for Instantaneously Complete Chern-Ricci Flow

In this paper, we study strong uniqueness for smooth instantaneously complete Chern-Ricci flows on noncompact complex manifolds. Under suitable reference metric and positivity assumptions, we establish strong uniqueness for initial Hermitian metrics which are K\"ahler outside a compact set. The initial metric may be in...

Shao-Chuang Huang, Zhu Peng · 1 citation

Preprint Oct 2026

Pseudolocality and strong uniqueness for complete Ricci flows

In this paper, we prove a uniform pseudolocality theorem for smooth complete Ricci flows whose initial metrics have Ricci curvature bounded below and uniformly positive injectivity radius. No a priori curvature bound is assumed on the flow. As a consequence, we obtain strong uniqueness for smooth complete Ricci flows f...

Shao-Chuang Huang, Zhu Peng · 0 citations