most citedClassification for positive singular solutions to critical sixth order equations

1 citations · 1 across the 2 of their papers we have counts for

collaborators

5 papers

math.AP2022

Asymptotics for positive singular solutions to subcritical sixth order equations

João Henrique Andrade, Juncheng Wei

We classify the local asymptotic behavior of positive singular solutions to a class of subcritical sixth order equations on the punctured ball. Initially, using a version of the in…

math.AP20221 cited

Classification for positive singular solutions to critical sixth order equations

João Henrique Andrade, Juncheng Wei

We classify entire positive singular solutions to a family of critical sixth order equations in the punctured space with a non-removable singularity at the origin. More precisely,…

math.AP2020

Qualitative properties for solutions to subcritical fourth order systems

João Henrique Andrade, João Marcos do Ó

We prove some qualitative properties for singular solutions to a class of strongly coupled system involving a Gross--Pitaevskii-type nonlinearity. Our main theorems are vectorial f…

math.AP2020

Asymptotics for singular solutions to conformally invariant fourth order systems in the punctured ball

João Henrique Andrade, João Marcos do Ó

We study the asymptotic behavior for singular solutions to a critical fourth order system generalizing the constant -curvature equation. Our main result extends to the case of s…

math.AP2020

Qualitative properties for solutions to conformally invariant fourth order critical systems

João Henrique Andrade, João Marcos do Ó

We study qualitative properties for nonnegative solutions to a conformally invariant coupled system of fourth order equations involving critical exponents. For solutions defined in…