AbstractThe precise asymptotic behaviour of the solutions to the two-dimensional curvature equation Δu=k(z)e2u with e2u∈L1 for bounded nonnegative curvature functions −k(z) near isolated singularities is obtained
For L a second order linear elliptic differential operator on ℝN, one is usually interested in findi...
AbstractWe obtain Serrin type characterization of isolated singularities for solutions of fully nonl...
We study finite total curvature solutions of the Liouville equation $\Delta u+e^{2u}=0$ on a complet...
AbstractThe precise asymptotic behaviour of the solutions to the two-dimensional curvature equation ...
AbstractWe consider the removability of isolated singularities for the curvature equations of the fo...
AbstractIn this paper, we consider the equationΔu+K(x)e2u=0inR2(0.1)whereK(x)=K(|x|) inR2andK(x) doe...
In this paper, we study the local behavior of a positive singular solution u near its singular point...
Let z = w(x, y) represent an embedded (not necessarily simply-connected), compact nonparametric surf...
We consider the semilinear elliptic equation Δ u = h (u) in Ω {set minus} {0}, where Ω is an open su...
AbstractIn this paper, we study the local behavior of a positive singular solution u near its singul...
bstract The Gaussian curvature of a two-dimensional Riemannian manifold is uniquely determined by th...
AbstractLet Ω be an open subset of RN, N ⩾ 3, containing 0. We consider the solutions of −Δu(x) + g(...
AbstractThe Gaussian curvature of a two-dimensional Riemannian manifold is uniquely determined by th...
AbstractWe study the limit behaviour of solutions of the semilinear elliptic equationΔu=|x|σ|u|q−1ui...
AbstractWe study properties of solutions with isolated singularities to general conformally invarian...
For L a second order linear elliptic differential operator on ℝN, one is usually interested in findi...
AbstractWe obtain Serrin type characterization of isolated singularities for solutions of fully nonl...
We study finite total curvature solutions of the Liouville equation $\Delta u+e^{2u}=0$ on a complet...
AbstractThe precise asymptotic behaviour of the solutions to the two-dimensional curvature equation ...
AbstractWe consider the removability of isolated singularities for the curvature equations of the fo...
AbstractIn this paper, we consider the equationΔu+K(x)e2u=0inR2(0.1)whereK(x)=K(|x|) inR2andK(x) doe...
In this paper, we study the local behavior of a positive singular solution u near its singular point...
Let z = w(x, y) represent an embedded (not necessarily simply-connected), compact nonparametric surf...
We consider the semilinear elliptic equation Δ u = h (u) in Ω {set minus} {0}, where Ω is an open su...
AbstractIn this paper, we study the local behavior of a positive singular solution u near its singul...
bstract The Gaussian curvature of a two-dimensional Riemannian manifold is uniquely determined by th...
AbstractLet Ω be an open subset of RN, N ⩾ 3, containing 0. We consider the solutions of −Δu(x) + g(...
AbstractThe Gaussian curvature of a two-dimensional Riemannian manifold is uniquely determined by th...
AbstractWe study the limit behaviour of solutions of the semilinear elliptic equationΔu=|x|σ|u|q−1ui...
AbstractWe study properties of solutions with isolated singularities to general conformally invarian...
For L a second order linear elliptic differential operator on ℝN, one is usually interested in findi...
AbstractWe obtain Serrin type characterization of isolated singularities for solutions of fully nonl...
We study finite total curvature solutions of the Liouville equation $\Delta u+e^{2u}=0$ on a complet...
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