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math.DG2012★ 22 cited
The J-flow on Kahler surfaces: a boundary case
Hao Fang, Mijia Lai, Jian Song +1
We study the J-flow on Kahler surfaces when the Kahler class lies on the boundary of the open cone for which global smooth convergence holds, and satisfies a nonnegativity conditio…
math.DG2012★ 3 cited
Convergence of general inverse -flow on Kähler manifolds with Calabi Ansatz
Hao Fang, Mijia Lai
We study the convergence behavior of the general inverse -flow on Kähler manifolds with initial metrics satisfying the Calabi Ansatz. The limiting metrics can be either smooth…
math.DG2012★ 3 cited
On the geometric flows solving Kählerian inverse equations
Hao Fang, Mijia Lai
In this note, we extend our previous work on the inverse problem. Inverse problem is a fully nonlinear geometric PDE on compact Kähler manifolds. Given a proper geome…