activity
20082026
most citedThin-very tall compact scattered spaces which are hereditarily separable

19 citations · 125 across the 36 of their papers we have counts for

collaborators

51 papers

math.GN2026

On disjoint tilings of by star-shaped bodies

Piotr Koszmider, Piotr Szewczak

We employ the set-theoretic methods yielding the consistency of the existence of nontrivial pairwise disjoint covers of the unit interval (or equivalently for $n\in\…

math.LO2026

Small masas of the Calkin algebra in the Cohen model

Piotr Koszmider

We show that maximal abelian C*-subalgebras (masas) of the Calkin algebra (the algebra of all bounded operators on the separable Hilbert space modulo compact operators) may consist…

math.FA2026

Counting spaces of functions on separable compact lines

Maciej Korpalski, Piotr Koszmider, Witold Marciszewski

We investigate the following general problem, closely related to the problem of isomorphic classification of Banach spaces of continuous real-valued functions on a compact s…

math.OA2025

On masas of the Calkin algebra generated by projections

Piotr Koszmider

Assuming the continuum hypothesis CH, we obtain complete -isomorphic classification of maximal abelian self-adjoint subalgebras (masas) of the Calkin algebra $\mathcal Q(\ell_2)…

math.FA2025

Almost disjoint families and some automorphic and injective properties of

Piotr Koszmider, Małgorzata Rojek

Answering questions of A. Avilés, F. Cabello Sánchez, J. Castillo, M. González and Y. Moreno we show that the following statements are independent of the usual axioms ZFC with arbi…

math.OA2024

Products of C*-algebras that do not embed into the Calkin algebra

Damian Głodkowski, Piotr Koszmider

We consider the Calkin algebra , i.e., the quotient of the algebra of all bounded linear operators on the separable Hilbert space …