19 citations · 23 across the 9 of their papers we have counts for
9 papers
Combinatorial -th Calabi flows on surfaces
Aijin Lin, Xiaoxiao Zhang
For triangulated surfaces and any , we introduce the combinatorial -th Calabi flow which precisely equals the combinatorial Calabi flows first introduced in H. Ge's thesis…
The Kähler-Ricci flow on pseudoconvex domains
Huabin Ge, Aijin Lin, Liangming Shen
We establish the existence of Kähler-Ricci flow on pseudoconvex domains with general initial metric without curvature bounds. Moreover we prove that this flow is simultaneously com…
Gradient flow of the norm squared of a moment map over Kahler manifolds
Aijin Lin, Liangming Shen
Inspired by Wilkin's work [23, 24] on Morse theory for the moduli space of Higgs bundles, we study the moduli space of gauged holomorphic maps by a heat flow approach in the spirit…
Positive Solutions of p-th Yamabe Type Equations on Infinite Graphs
Xiaoxiao Zhang, Aijin Lin
Let be a connected infinite and locally finite weighted graph, be the -th discrete graph Laplacian. In this paper, we consider the -th Yamabe type equation $$…
Mean Curvature Type Flows of Graphs in Product Manifolds
Aijin Lin, Hengyu Zhou
In this note we study a large class of mean curvature type flows of graphs in product manifold where N is a closed Riemann- ian manifold. Their speeds are the mean curv…
Positive Solutions of -th Yamabe Type Equations on Graphs
Xiaoxiao Zhang, Aijin Lin
Let be a finite connected weighted graph, and assume . In this paper, we consider the following -th Yamabe type equation $$-Δ_pu+hu^{q-1}=λfu^{α-1}…