In dimension n isolated singularities -- at a finite point or at infinity-- for solutions of finite total mass to the n-Liouville equation are of logarithmic type. As a consequence, we simplify the classification argument in arXiv:1609.03608 and establish a quantization result for entire solutions of the singular n-Liouville equation.
Isolated singularities for elliptic equations with Hardy operator and source nonlinearity
Isolated singularities of positive solutions of p-Laplacian type equations in R^d
Isolated Singularities of Nonlinear Polyharmonic Inequalities
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