arXiv:1705.01019 [math.LO]AbstractReferencesReviewsResources Convergence and submeasures in Boolean algebras Thomas Jech Published 2017-05-02Version 1 A Boolean algebra carries a strictly positive exhaustive submeasure if and only if it has a sequential topology that is uniformly Frechet. Comments: In memory of Bohuslav Balcar Categories: math.LO Keywords: convergence, boolean algebra carries, sequential topology, strictly positive exhaustive submeasure Related articles: Most relevant | Search more arXiv:1210.5675 [math.LO] (Published 2012-10-21) Convergence on surreals István Mezö arXiv:2110.15411 [math.LO] (Published 2021-10-28, updated 2022-07-14) Remarks on convergence of Morley sequences Karim Khanaki arXiv:2110.04568 [math.LO] (Published 2021-10-09, updated 2022-09-08) Convergence of measures after adding a real Damian Sobota, Lyubomyr Zdomskyy Links Abstract on arXiv.org View preprint PDF Download TeX source Export citation in BibTeX Save eprint metadata as JSON Toolbox Post your review for this article Attach supplementary resources Edit our extended metadata Share this article on social media FacebookGoogle+LinkedInRedditTwitterVK Scan the QR code for this page
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