Dorian Martino

activity

20232026

most citedRegularizing properties of n-Laplace systems with antisymmetric potentials in Lorentz spaces

6 citations · 9 across the 15 of their papers we have counts for

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math.AP2024

Regularity of unconstrained $p$ -harmonic maps from curved domain and application to critical $p$ -Laplace systems

Dorian Martino

Given $p \geq 2$ and a map $g : B^{n} (0, 1) \to S_{n}^{++}$ , where $S_{n}^{++}$ is the group of positively definite matrices, we study critical points of the following functional: $$ v\in W…

math.AP2024

A note on limiting Calderon-Zygmund theory for transformed $n$ -Laplace systems in divergence form

Dorian Martino, Armin Schikorra

We consider rotated $n$ -Laplace systems on the unit ball $B_{1} \subset R^{n}$ of the form \begin{align*} -\mathrm{div}\left( Q|\nabla u|^{n-2} \nabla u\right) = \mathrm{div}(…

Regularity of unconstrained p-harmonic maps from curved domain and application to critical p-Laplace systems

A note on limiting Calderon-Zygmund theory for transformed n-Laplace systems in divergence form

Regularity of unconstrained $p$ -harmonic maps from curved domain and application to critical $p$ -Laplace systems

A note on limiting Calderon-Zygmund theory for transformed $n$ -Laplace systems in divergence form