Zawartość tomu 268
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A note on almost negative matrices and Gromov-hyperbolic Coxeter groups Fundamenta Mathematicae 268 (2025), 1-21 MSC: Primary 20F55; Secondary 51F15 DOI: 10.4064/fm262-10-2024
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Classifying functions via growth rates of repeated iterations Fundamenta Mathematicae 268 (2025), 23-51 MSC: Primary 26A18; Secondary 26A12, 39B12 DOI: 10.4064/fm316-8-2024
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Translation algorithms for graph covers Fundamenta Mathematicae 268 (2025), 53-72 MSC: Primary 37B05; Secondary 57H20, 37B10 DOI: 10.4064/fm231118-5-9
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Directional weak mixing and applications Fundamenta Mathematicae 268 (2025), 73-100 MSC: Primary 37A25; Secondary 37A35, 37A05 DOI: 10.4064/fm240118-24-9
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Decompositions of finite high-dimensional random arrays Fundamenta Mathematicae 268 (2025), 101-150 MSC: Primary 60G09; Secondary 60G07, 60G42, 60E15 DOI: 10.4064/fm221004-6-11
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On arrangements of smooth plane quartics and their bitangents Fundamenta Mathematicae 268 (2025), 151-170 MSC: Primary 14H50; Secondary 14C20, 32S22 DOI: 10.4064/fm240105-13-12
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On an extension of the Nöbeling rational universal space Fundamenta Mathematicae 268 (2025), 171-180 MSC: Primary 54B10; Secondary 54C25, 54D40, 54F50 DOI: 10.4064/fm240111-9-10
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Computing the associated groups of quandles with tools from group homology theory Fundamenta Mathematicae 268 (2025), 181-195 MSC: Primary 20N02; Secondary 20E22, 57K10 DOI: 10.4064/fm240314-24-11
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Characterizations of indecomposable subcontinua of graph-like continua Fundamenta Mathematicae 268 (2025), 197-214 MSC: Primary 54F15; Secondary 54F65, 37B45 DOI: 10.4064/fm10-1-2025
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On a characterization of complete metrizability of the Hausdorff metric topology Fundamenta Mathematicae 268 (2025), 215-223 MSC: Primary 54B20; Secondary 54E52, 91A44 DOI: 10.4064/fm230623-3-2
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Supremum subsequence entropy for IP-sets Fundamenta Mathematicae 268 (2025), 225-233 MSC: Primary 37B40; Secondary 37B05 DOI: 10.4064/fm240714-6-12
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On consequences of the Countable Union Theorem, their deductive strength and interaction with topology Fundamenta Mathematicae 268 (2025), 235-284 MSC: Primary 03E25; Secondary 03E35 DOI: 10.4064/fm240821-2-12
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Zilber dichotomy for $\mathrm{DCF}_{0,m}$ Fundamenta Mathematicae 268 (2025), 285-293 MSC: Primary 12H05; Secondary 03C10, 03C60, 14A99 DOI: 10.4064/fm241107-14-1
