13 citations · 58 across the 16 of their papers we have counts for
18 papers
The raspberries in three dimensions with at most two sizes of berry
Miek Messerschmidt
In three dimensional Euclidean space, a raspberry is defined to be an arrangement of spheres with pairwise disjoint interiors, where all spheres are tangent to a central unit spher…
L-functional analysis
Eder Kikianty, Miek Messerschmidt, Luan Naude +5
Inspired by the theories of Kaplansky-Hilbert modules and probability theory in vector lattices, we generalise functional analysis by replacing the scalars or $\mathbb…
On compact packings of Euclidean space with spheres of finitely many sizes
Eder Kikianty, Miek Messerschmidt
For , a compact sphere packing of Euclidean space is a set of spheres in with disjoint interiors so that the contact hypergraph of…
The number of configurations of radii that can occur in compact packings of the plane with discs of sizes is finite
Miek Messerschmidt
By a compact packing of the plane by discs, , we mean a collection of closed discs in the plane with pairwise disjoint interior so that, for every disc , there exists a…
Equivalence after extension and Schur coupling for relatively regular operators
S. ter Horst, M. Messerschmidt, A. C. M. Ran
It was recently shown in [24] that the Banach space operator relations Equivalence After Extension (EAE) and Schur Coupling (SC) do not coincide by characterizing these relations f…
A family of quotient maps of that do not admit uniformly continuous right inverses
Miek Messerschmidt
Previously only two examples of Banach space quotient maps which do not admit uniformly continuous right inverses were known: one due to Aharoni and Lindenstrauss and one due to Ka…