Johannes Philipp Schürz

collaborators

2 papers

math.LO2020

The cofinality of the strong measure zero ideal for $κ$ inaccessible

Johannes Philipp Schürz

We investigate the cofinality of the strong measure zero ideal for $κ$ inaccessible, and show that it is independent of the size of $2^{κ}$ .

math.GN2020

$ω^{ω}$ -Base and infinite-dimensional compact sets in locally convex spaces

Taras Banakh, Jerzy Kąkol, Johannes Phillip Schürz

A locally convex space (lcs) $E$ is said to have an $ω^{ω}$ -base if $E$ has a neighborhood base ${U_{α} : α \in ω^{ω}}$ at zero such that $U_{β} \subseteq U_{α}$ for all $α \leq β$ . The class of…

The cofinality of the strong measure zero ideal for κ inaccessible

ωω-Base and infinite-dimensional compact sets in locally convex spaces

The cofinality of the strong measure zero ideal for $κ$ inaccessible

$ω^{ω}$ -Base and infinite-dimensional compact sets in locally convex spaces