Wydawnictwa / Czasopisma IMPAN / Fundamenta Mathematicae / Wszystkie zeszyty

Zawartość tomu 210

• Lindelöf indestructibility, topological games and selection principles Marion Scheepers, Franklin D. Tall Fundamenta Mathematicae 210 (2010), 1-46 MSC: 54A25, 54A35, 54D20. DOI: 10.4064/fm210-1-1
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• The absolute continuity of the invariant measure of random iterated function systems with overlaps Balázs Bárány, Tomas Persson Fundamenta Mathematicae 210 (2010), 47-62 MSC: Primary 37C40; Secondary 37H15. DOI: 10.4064/fm210-1-2
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• The orbits of the Hurwitz action of the braid groups on the standard generators Yoshiro Yaguchi Fundamenta Mathematicae 210 (2010), 63-71 MSC: Primary 20F36; Secondary 20F05. DOI: 10.4064/fm210-1-3
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• Topology of Fatou components for endomorphisms of $\mathbb{C}\mathbb{P}^k$: linking with the Green's current Suzanne Lynch Hruska, Roland K. W. Roeder Fundamenta Mathematicae 210 (2010), 73-98 MSC: Primary 32H50; Secondary 37F20, 57R19. DOI: 10.4064/fm210-1-4
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• A gauge approach to an ordinal index of Baire one functions Denny H. Leung, Wee-Kee Tang, Atok Zulijanto Fundamenta Mathematicae 210 (2010), 99-109 MSC: Primary 26A21; Secondary 03E15, 54C30. DOI: 10.4064/fm210-2-1
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• Optimal matrices of partitions and an application to Souslin trees Gido Scharfenberger-Fabian Fundamenta Mathematicae 210 (2010), 111-131 MSC: Primary 03E05; Secondary 05A18. DOI: 10.4064/fm210-2-2
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• Extensions of probability-preserving systems by measurably-varying homogeneous spaces and applications Tim Austin Fundamenta Mathematicae 210 (2010), 133-206 MSC: Primary 28D15; Secondary 37A30, 37A45. DOI: 10.4064/fm210-2-3
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• Linear differential equations and multiple zeta values. I. Zeta(2) Micha/l Zakrzewski, Henryk /Zo/l/adek Fundamenta Mathematicae 210 (2010), 207-242 MSC: Primary 05C38, 15A15; Secondary 05A15, 15A18. DOI: 10.4064/fm210-3-1
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• Metastability in the Furstenberg–Zimmer tower Jeremy Avigad, Henry Towsner Fundamenta Mathematicae 210 (2010), 243-268 MSC: 37A05, 03F03, 03E15. DOI: 10.4064/fm210-3-2
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• Negative universality results for graphs S.-D. Friedman, K. Thompson Fundamenta Mathematicae 210 (2010), 269-283 MSC: Primary 03E75, 03E35; Secondary 03E05, 03E55. DOI: 10.4064/fm210-3-3
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• Locally compact perfectly normal spaces may all be paracompact Paul B. Larson, Franklin D. Tall Fundamenta Mathematicae 210 (2010), 285-300 MSC: Primary 54D15, 54D20, 54D45, 03E35, 54A35; Secondary 03E50, 03E65, 03E75, 54A20, 54A25. DOI: 10.4064/fm210-3-4
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