Michal Mi'skiewicz

activity

20232026

collaborators

3 papers

math.AP2026

Regularity of minimizing $p$ -harmonic maps from $B^{3}$ to $S^{3}$

Katarzyna Mazowiecka, Michał Miśkiewicz, Patryk Tokarczuk

We prove that every minimizing $p$ -harmonic map from $B^{3}$ into $S^{3}$ is locally $C^{1, α}$ for some $α \in (0, 1)$ , for every $p > p_{0}$ , where $p_0=\frac{7-\sqrt{17}}{2}\approx…

math.AP2025

Vectorial Kato inequality for $p$ -harmonic maps with optimal constant

Andreas Gastel, Katarzyna Mazowiecka, Michał Miśkiewicz

We derive the sharp vectorial Kato inequality for $p$ -harmonic mappings. Surprisingly, the optimal constant differs from the one obtained for scalar valued $p$ -harmonic functions b…

math.AP2023

A new $p$ -harmonic map flow with Struwe monotonicity

Erik Hupp, Michał Miśkiewicz

We construct and analyze solutions to a regularized homogeneous $p$ -harmonic map flow equation for general $p \geq 2$ . The homogeneous version of the problem is new and features a…

Regularity of minimizing p-harmonic maps from B3 to S3

Vectorial Kato inequality for p-harmonic maps with optimal constant

A new p-harmonic map flow with Struwe monotonicity

Regularity of minimizing $p$ -harmonic maps from $B^{3}$ to $S^{3}$

Vectorial Kato inequality for $p$ -harmonic maps with optimal constant

A new $p$ -harmonic map flow with Struwe monotonicity