cSeyda Sezgek

collaborators

2 papers

math.FA2026

Tilings and coverings by balls in $ℓ_{1}$

Carlo Alberto De Bernardi, Tommaso Russo, Åeyda Sezgek +1

A famous result of Klee from 1981 is that the Banach space $ℓ_{1} (I^º)$ admits a disjoint tiling by balls of radius $1$ , for all cardinals $I^º$ with $I^º^{I ¨} = I^º$ . Klee also observed…

math.FA2026

Packings in classical Banach spaces

Carlo Alberto De Bernardi, Tommaso Russo, Åeyda Sezgek +1

We obtain several new results on the simultaneous packing and covering constant $I^^{3} (X)$ of a Banach space $X$ , and its lattice counterpart $Î³^*(\mathcal{X})$.…

Tilings and coverings by balls in ℓ1​

Packings in classical Banach spaces

Tilings and coverings by balls in $ℓ_{1}$