Hongyu Wang

collaborators

2 papers

math.DG2025

On the $D_{J}^{+}$ operator on higher-dimensional almost Kähler manifolds

Qiang Tan, Hongyu Wang, Ken Wang +1

In this paper, we introduce $D_{J}^{+}$ , a generalization of $\partial \partial ˉ$ operator on higher dimensional almost Kähler manifolds. Using the $D_{J}^{+}$ oper…

math.DG2023

The Calabi-Yau Equation on Symplectic Manifolds

Qiang Tan, Hongyu Wang

By using the global deformation of almost complex structures which are compatible with a symplectic form off a Lebesgue measure zero subset, we construct a (measurable) Lipschitz K…

On the DJ+​ operator on higher-dimensional almost Kähler manifolds

The Calabi-Yau Equation on Symplectic Manifolds

On the $D_{J}^{+}$ operator on higher-dimensional almost Kähler manifolds