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- W3117928807 abstract "An almost disjoint family $mathcal A$ of subsets of $mathbb N$ is said to be $mathbb R$-embeddable if there is a function $f:mathbb Nrightarrow mathbb R$ such that the sets $f[A]$ are ranges of real sequences converging to distinct reals for di" @default.
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- W3117928807 date "2021-01-01" @default.
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- W3117928807 title "On $mathbb R$-embeddability of almost disjoint families and Akemann–Doner C$^*$-algebras" @default.
- W3117928807 doi "https://doi.org/10.4064/fm780-8-2020" @default.
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