Mijia Lai

most citedConvergence of general inverse

σ_{k}

-flow on Kähler manifolds with Calabi Ansatz

3 citations · 6 across the 3 of their papers we have counts for

collaborators

2 papers

math.DG2012★ 3 cited

Convergence of general inverse $σ_{k}$ -flow on Kähler manifolds with Calabi Ansatz

Hao Fang, Mijia Lai

We study the convergence behavior of the general inverse $σ_{k}$ -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 $σ_{k}$ equations

Hao Fang, Mijia Lai

In this note, we extend our previous work on the inverse $σ_{k}$ problem. Inverse $σ_{k}$ problem is a fully nonlinear geometric PDE on compact Kähler manifolds. Given a proper geome…

Convergence of general inverse σk​-flow on Kähler manifolds with Calabi Ansatz

On the geometric flows solving Kählerian inverse σk​ equations

Convergence of general inverse $σ_{k}$ -flow on Kähler manifolds with Calabi Ansatz

On the geometric flows solving Kählerian inverse $σ_{k}$ equations