Topologically invariant $\sigma $-ideals on Euclidean spaces

T. Banakh; M. Morayne; R. Rałowski; Sz. Żeberski

doi:10.4064/fm231-2-1

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Topologically invariant $\sigma $-ideals on Euclidean spaces

Volume 231 / 2015

T. Banakh, M. Morayne, R. Rałowski, Sz. Żeberski Fundamenta Mathematicae 231 (2015), 101-112 MSC: Primary 57N15; Secondary 03E17, 03E75. DOI: 10.4064/fm231-2-1

Abstract

We study and classify topologically invariant $\sigma $-ideals with an analytic base on Euclidean spaces, and evaluate the cardinal characteristics of such ideals.

Authors

T. BanakhDepartment of Mathematics
Ivan Franko National University of Lviv
Lviv, 79000, Ukraine
and
Institute of Mathematics
Jan Kochanowski University
25-406 Kielce, Poland
e-mail
M. MorayneFaculty of Fundamental Problems of Technology
Wrocław University of Technology
50-370 Wrocław, Poland
e-mail
R. RałowskiFaculty of Fundamental Problems of Technology
Wrocław University of Technology
50-370 Wrocław, Poland
e-mail
Sz. ŻeberskiFaculty of Fundamental Problems of Technology
Wrocław University of Technology
50-370 Wrocław, Poland
e-mail

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Publishing house / Journals and Serials / Fundamenta Mathematicae / All issues

Fundamenta Mathematicae

Topologically invariant $\sigma $-ideals on Euclidean spaces

Volume 231 / 2015

Abstract

Authors

Search for IMPAN publications

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