Existence of continuous families of finite-energy solutions to positive Kazdan-Warner equations on Z squared and a layer structure with extremal solution for the negative case under a parameter threshold.
On the asymptotic behavior of solutions of the conformal G aussian curvature equations in R ^2
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On finite-energy solutions of Kazan-Warner equations on the lattice graph
Existence of continuous families of finite-energy solutions to positive Kazdan-Warner equations on Z squared and a layer structure with extremal solution for the negative case under a parameter threshold.