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Zawartość tomu 269

• On small analytic relations Dominique Lecomte Fundamenta Mathematicae 269 (2025), 1-44 MSC: Primary 03E15; Secondary 28A05, 54H05 DOI: 10.4064/fm200603-26-1
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• Partitions of the Baire space into compact sets Vera Fischer, Lukas Schembecker Fundamenta Mathematicae 269 (2025), 45-69 MSC: Primary 03E17; Secondary 03E35 DOI: 10.4064/fm220818-19-2
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• Equivariant $K$-theory of cellular toric varieties V. Uma Fundamenta Mathematicae 269 (2025), 71-97 MSC: Primary 19L47; Secondary 14M25 DOI: 10.4064/fm240427-1-2
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• Inverse limits of covering spaces Gregory R. Conner, Wolfgang Herfort, Curtis A. Kent, Petar Pavešić Fundamenta Mathematicae 269 (2025), 99-129 MSC: Primary 55Q05; Secondary 54A20, 57M10 DOI: 10.4064/fm231031-9-2
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• On relative constructible sheaves and integral transforms Luisa Fiorot, Teresa Monteiro Fernandes Fundamenta Mathematicae 269 (2025), 131-156 MSC: Primary 32S60; Secondary 18F30, 14C35 DOI: 10.4064/fm231106-26-1
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• On the $p$-primary subgroups of the cohomology of the classifying space of $PU_n$ Zhilei Zhang, Linan Zhong Fundamenta Mathematicae 269 (2025), 157-169 MSC: Primary 55T10; Secondary 55R35, 55R40 DOI: 10.4064/fm231221-20-3
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• Endpoints of smooth plane dendroids David S. Lipham Fundamenta Mathematicae 269 (2025), 171-185 MSC: Primary 54F15; Secondary 54F45, 54F50 DOI: 10.4064/fm240509-26-2
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• Cohomology on the centric orbit category of a fusion system George Glauberman, Justin Lynd Fundamenta Mathematicae 269 (2025), 187-199 MSC: Primary 20E25; Secondary 55R35, 20J06, 20D20, 55R40 DOI: 10.4064/fm240612-2-2
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• Cyclic hyperbolicity in CAT(0) cube complexes Anthony Genevois Fundamenta Mathematicae 269 (2025), 201-248 MSC: Primary 20F65; Secondary 20F67 DOI: 10.4064/fm153-4-2025
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• Harmonicity of the Lyapunov exponent for monotonic cocycles and a generalized Thouless formula Yuki Takahashi Fundamenta Mathematicae 269 (2025), 249-260 MSC: Primary 30Exx; Secondary 28Dxx, 37Dxx DOI: 10.4064/fm288-4-2025
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• Disjoint stationary sequences on an interval of cardinals Hannes Jakob Fundamenta Mathematicae 269 (2025), 261-283 MSC: Primary 03E05; Secondary 03E35, 03E55 DOI: 10.4064/fm230905-23-5
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• On a characterization of $N$-$\mathcal F$-amenability Naotsugu Chinen, Takamitsu Yamauchi Fundamenta Mathematicae 269 (2025), 285-300 MSC: Primary 54F45; Secondary 37B02, 37C85, 20F69 DOI: 10.4064/fm240322-3-2
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