Qiang Tan

collaborators

3 papers

math.DG2026

Bochner-Yano Type Theorems for Conformal Killing Vector Fields under Curvature Pinching Conditions

Teng Huang, Qiang Tan, Weiwei Wang

In this article, we investigate conformal Killing vector fields on closed Riemannian manifolds under a curvature pinching condition. By establishing a new Bochner-type identity for…

math.SG2026

The existence criterion of holomorphic discs for higher $A_{\infty}$ operations via minimal discs

Qiang Tan, Zuyi Zhang

The main theorem of the paper provides an existence criterion of holomorphic discs for higher $A_{\infty}$ operations. The key step is to show that if a minimal disc in a KÃ¤hler man…

math.DG2025

Curvature operator and Euler number

Huang Teng, Tan Qiang

Let $(X, g)$ be a compact $n$ -dimensional smooth Riemannian manifold with a lower bound on the average of the lowest $n - p$ eigenvalues of the curvature operator and the diameter of…

Bochner-Yano Type Theorems for Conformal Killing Vector Fields under Curvature Pinching Conditions

The existence criterion of holomorphic discs for higher A∞​ operations via minimal discs

Curvature operator and Euler number

The existence criterion of holomorphic discs for higher $A_{\infty}$ operations via minimal discs