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math.AP2022
Polyharmonic equations involving surface measures
Marius Müller
This article studies (optimal) -regularity for the polyharmonic equation , where is a (suitably regular) …
math.AP2022★ 1 cited
On elliptic equations involving surface measures
Marius Müller
We show optimal Lipschitz regularity for very weak solutions of the (measure-valued) elliptic PDE in a smooth do…
math.AP2022
An obstacle problem for the p-elastic energy
Anna Dall'Acqua, Marius Müller, Shinya Okabe +1
In this paper we consider an obstacle problem for a generalization of the p-elastic energy among graphical curves with fixed ends. Taking into account that the Euler--Lagrange equa…