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Contents of Volume 267

• The dynamics of measurable pseudo-Anosov maps Philip Boyland, André de Carvalho, Toby Hall Fundamenta Mathematicae 267 (2024), 1-24 MSC: Primary 37E30; Secondary 57K20 DOI: 10.4064/fm240216-22-7
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• Minimal number of periodic orbits for non-singular Morse–Smale flows in odd dimension Maria Alice Bertolim, Christian Bonatti, Margarida Pinheiro Mello, Gioia Maria Vago Fundamenta Mathematicae 267 (2024), 25-85 MSC: Primary 37B30; Secondary 37C27, 37D15 DOI: 10.4064/fm231019-5-7
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• Application of waist inequality to entropy and mean dimension: II Masaki Tsukamoto Fundamenta Mathematicae 267 (2024), 87-98 MSC: Primary 37B99; Secondary 54F45 DOI: 10.4064/fm231221-28-3
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• Degree one maps on 4-manifolds with cyclic fundamental groups Yang Su, Shicheng Wang, Zhongzi Wang Fundamenta Mathematicae 267 (2024), 99-116 MSC: Primary 57R19; Secondary 55M25 DOI: 10.4064/fm269-7-2024
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• Complete characterizations of hyperbolic Coxeter groups with Sierpiński curve boundary and with Menger curve boundary Daniel Danielski, Michael Kapovich, Jacek Świątkowski Fundamenta Mathematicae 267 (2024), 117-128 MSC: Primary 20F67; Secondary 20F55, 20F65 DOI: 10.4064/fm293-7-2024
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• Definable compactness in definably complete locally o-minimal structures Masato Fujita Fundamenta Mathematicae 267 (2024), 129-156 MSC: Primary 03C64; Secondary 54D30, 22C05, 54H11 DOI: 10.4064/fm230612-19-3
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• The Nadler–Quinn problem for simplicial inverse systems Andrea Ammerlaan, Ana Anušić, Logan C. Hoehn Fundamenta Mathematicae 267 (2024), 157-180 MSC: Primary 54F15; Secondary 54C25, 54F50 DOI: 10.4064/fm231204-12-8
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• P-ideal dichotomy and Tukey order Stevo Todorcevic Fundamenta Mathematicae 267 (2024), 181-194 MSC: Primary 03E02; Secondary 03E10, 05D10 DOI: 10.4064/fm240323-26-6
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• The distribution of genera of 2-bridge knots Moshe Cohen, Abigail Dinardo, Adam M. Lowrance, Steven Raanes, Izabella M. Rivera, Andrew J. Steindl, Ella S. Wanebo Fundamenta Mathematicae 267 (2024), 195-229 MSC: Primary 57K10 DOI: 10.4064/fm230719-2-10
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• Which pairs of cardinals can be Hartogs and Lindenbaum numbers of a set? Asaf Karagila, Calliope Ryan-Smith Fundamenta Mathematicae 267 (2024), 231-241 MSC: Primary 03E25; Secondary 03E35 DOI: 10.4064/fm231006-14-8
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• On Félix–Tanré rational models for polyhedral products Katsuhiko Kuribayashi Fundamenta Mathematicae 267 (2024), 243-265 MSC: Primary 55P62; Secondary 13F55, 57S12 DOI: 10.4064/fm240216-3-10
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• Large deviation and central limit theorems for sequential and random Lasota–Yorke convex maps Hongfei Cui, Jiaxiang Sui Fundamenta Mathematicae 267 (2024), 267-289 MSC: Primary 37E05; Secondary 37H12 DOI: 10.4064/fm240217-14-5
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