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Zawartość tomu 259

• Derivatives with Alexander pairs for quandles Atsushi Ishii, Kanako Oshiro Fundamenta Mathematicae 259 (2022), 1-31 MSC: Primary 57K12; Secondary 57K10, 57K14. DOI: 10.4064/fm890-12-2021
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• Set theory with a proper class of indiscernibles Ali Enayat Fundamenta Mathematicae 259 (2022), 33-76 MSC: Primary 03E55; Secondary 03F25, 03C62, 03E02. DOI: 10.4064/fm999-2-2022
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• A (possibly new) structure without the canonical base property Michael Loesch Fundamenta Mathematicae 259 (2022), 77-96 MSC: Primary 03C45. DOI: 10.4064/fm156-3-2022
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• Separation for isometric group actions and hyperimaginary independence Gabriel Conant, James Hanson Fundamenta Mathematicae 259 (2022), 97-109 MSC: Primary 03C66; Secondary 20B99. DOI: 10.4064/fm167-2-2022
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• Ramsey-like operators Peter Holy Fundamenta Mathematicae 259 (2022), 111-149 MSC: Primary 03E55. DOI: 10.4064/fm989-5-2022
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• Differentiability of the pressure in non-compact spaces Godofredo Iommi, Mike Todd Fundamenta Mathematicae 259 (2022), 151-177 MSC: Primary 37D35; Secondary 28D20, 46T20. DOI: 10.4064/fm182-3-2022
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• Compact generators Paul Gartside, Jeremiah Morgan, Alex Yuschik Fundamenta Mathematicae 259 (2022), 179-205 MSC: Primary 54C30; Secondary 54C35, 54C50, 54D30, 54D20. DOI: 10.4064/fm92-3-2022
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• A solution to a problem about the Erdős space Süleyman Önal, Servet Soyarslan Fundamenta Mathematicae 259 (2022), 207-211 MSC: Primary 54H11; Secondary 54F50, 46B45, 46A45. DOI: 10.4064/fm192-4-2022
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• Morse foliations of codimension one on the sphere $S^{3}$ Charalampos Charitos Fundamenta Mathematicae 259 (2022), 213-242 MSC: Primary 57R30; Secondary 37C20. DOI: 10.4064/fm951-5-2022
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• One-dimensional Peano continua with zero-dimensional wild part Katsuya Eda Fundamenta Mathematicae 259 (2022), 243-253 MSC: Primary 55P10; Secondary 55P15, 54F50, 05C10, 05C99. DOI: 10.4064/fm41-1-2022
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• Homological characterizations of $Q$-manifolds and $l_2$-manifolds Alexandre Karassev, Vesko Valov Fundamenta Mathematicae 259 (2022), 255-269 MSC: Primary 57N20; Secondary 58B05, 54C10. DOI: 10.4064/fm68-3-2022
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• Constructions of Lindelöf scattered P-spaces Juan Carlos Martínez, Lajos Soukup Fundamenta Mathematicae 259 (2022), 271-286 MSC: Primary 54A25; Secondary 54A35, 54D20, 54G10, 54G12, 03E05. DOI: 10.4064/fm228-7-2022
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• A Krull–Remak–Schmidt theorem for fusion systems Bob Oliver Fundamenta Mathematicae 259 (2022), 287-312 MSC: Primary 20D20; Secondary 20D40, 20D45. DOI: 10.4064/fm160-5-2022
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