Jan Bíma

activity

20232025

collaborators

3 papers

math.FA2025

Lipschitz free $p$ -spaces for $0 < p < 1$ in the light of the Schur $p$ -property and the compact reduction

Fernando Albiac, José L. Ansorena, Jan Bíma +1

The geometric analysis of non-locally convex quasi-Banach spaces presents rich and nuanced challenges. In this paper, we introduce the Schur $p$ -property and the strong Schur $p$ -p…

math.FA2024

Nagata Dimension and Lipschitz Extensions Into Quasi-Banach Spaces

Jan Bíma

Given two metric spaces $N \subseteq M$ in inclusion and $0 < p \leq 1$ , we wish to determine the smallest constant $t_{p} (N, M)$ such th…

math.FA2023

Lipschitz Free Spaces and Subsets of Finite-Dimensional Spaces

Jan Bíma

We consider two questions on the geometry of Lipschitz free $p$ -spaces $F_{p}$ , where $0 < p \leq 1$ , over subsets of finite-dimensional vector spaces. We solve an open problem…

Lipschitz free p-spaces for 0<p<1 in the light of the Schur p-property and the compact reduction

Nagata Dimension and Lipschitz Extensions Into Quasi-Banach Spaces

Lipschitz Free Spaces and Subsets of Finite-Dimensional Spaces

Lipschitz free $p$ -spaces for $0 < p < 1$ in the light of the Schur $p$ -property and the compact reduction