Filip Fryš

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math.CA2026

Anisotropic Minkowski Content for Countably $H^{k}$ -rectifiable Sets

Filip Fryš

We study anisotropic Minkowski content for lower-dimensional rectifiable sets. First, we prove that, for every convex body $C\subseteq\mathbb R^n$, the $k$-dimensional $C$-an…

math.CA2025

Anisotropic lower-dimensional Minkowski content and $S$ -content

Filip Fryš

This paper investigates the lower-dimensional anisotropic Minkowski content and $S$ -content. We establish that these anisotropic contents exhibit properties analogous to…

Anisotropic Minkowski Content for Countably Hk-rectifiable Sets

Anisotropic lower-dimensional Minkowski content and S-content

Anisotropic Minkowski Content for Countably $H^{k}$ -rectifiable Sets

Anisotropic lower-dimensional Minkowski content and $S$ -content