Contents of Volume 280
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Measure-theoretic metric mean dimension Studia Mathematica 280 (2025), 1-25 MSC: Primary 37A15; Secondary 37C45 DOI: 10.4064/sm230622-9-9
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The depth of Tsirelson’s norm Studia Mathematica 280 (2025), 27-54 MSC: Primary 46B20 DOI: 10.4064/sm230707-24-9
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On some properties of modulation spaces as Banach algebras Studia Mathematica 280 (2025), 55-86 MSC: Primary 42B35; Secondary 43A45 DOI: 10.4064/sm240316-9-9
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Separating diameter two properties from their weak-star counterparts in spaces of Lipschitz functions Studia Mathematica 280 (2025), 87-102 MSC: Primary 46B04; Secondary 46B20 DOI: 10.4064/sm240612-9-9
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On the closedness of the sum of marginal subspaces on $[a,b)$ Studia Mathematica 280 (2025), 103-119 MSC: Primary 46E30; Secondary 46N30, 47B37 DOI: 10.4064/sm210302-14-12
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Correspondences between graph C$^*$-algebras Studia Mathematica 280 (2025), 121-160 MSC: Primary 46L35; Secondary 19K35 DOI: 10.4064/sm240409-27-8
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Dimension-free estimates for low degree functions on the Hamming cube Studia Mathematica 280 (2025), 161-173 MSC: Primary 42C10; Secondary 41A17, 41A63, 47A60 DOI: 10.4064/sm240417-27-11
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Quantitative metric density and connectivity for sets of positive measure Studia Mathematica 280 (2025), 175-192 MSC: Primary 30L99; Secondary 28A75 DOI: 10.4064/sm240426-24-9
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A non-uniform Datko–Pazy theorem for bounded operator semigroups Studia Mathematica 280 (2025), 193-203 MSC: Primary 47D06; Secondary 34G10, 34D05, 35B40 DOI: 10.4064/sm240919-24-11
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Shot-down stable processes Studia Mathematica 280 (2025), 205-245 MSC: Primary 35R09; Secondary 31C25, 60J35, 60J76 DOI: 10.4064/sm230703-14-1
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Moran frame spectral measure and Beurling dimension Studia Mathematica 280 (2025), 247-268 MSC: Primary 42B05; Secondary 42A85, 28A80, 28A25 DOI: 10.4064/sm240305-25-9
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Upper metric mean dimension with potential for amenable group actions Studia Mathematica 280 (2025), 269-304 MSC: Primary 37A35; Secondary 37C85 DOI: 10.4064/sm240320-24-9
