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Contents of Volume 211

• Open mapping theorems for capacities Oleh Nykyforchyn, Michael Zarichnyi Fundamenta Mathematicae 211 (2011), 1-13 MSC: 54C10, 28A12, 28A33. DOI: 10.4064/fm211-1-1
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• The real field with the rational points of an elliptic curve Ayhan Günaydın, Philipp Hieronymi Fundamenta Mathematicae 211 (2011), 15-40 MSC: 03C10, 03C64, 14H52, 11U09. DOI: 10.4064/fm211-1-2
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• Minimal sets of non-resonant torus homeomorphisms Ferry Kwakkel Fundamenta Mathematicae 211 (2011), 41-76 MSC: Primary 37B99; Secondary 37B45. DOI: 10.4064/fm211-1-3
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• Covering spaces and irreducible partitions D. J. Grubb Fundamenta Mathematicae 211 (2011), 77-84 MSC: Primary 28C15. DOI: 10.4064/fm211-1-4
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• Closed graph multi-selections Valentin Gutev Fundamenta Mathematicae 211 (2011), 85-99 MSC: 54C60, 54C65. DOI: 10.4064/fm211-1-5
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• The classification of circle-like continua that admit expansive homeomorphisms Christopher Mouron Fundamenta Mathematicae 211 (2011), 101-133 MSC: Primary 37B45; Secondary 54F15. DOI: 10.4064/fm211-2-1
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• Parametrized Borsuk–Ulam problem for projective space bundles Mahender Singh Fundamenta Mathematicae 211 (2011), 135-147 MSC: Primary 55M20, 55M35; Secondary 55R91, 55M10, 55R25. DOI: 10.4064/fm211-2-2
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• A non-chainable plane continuum with span zero L. C. Hoehn Fundamenta Mathematicae 211 (2011), 149-174 MSC: 54F15, 54F50. DOI: 10.4064/fm211-2-3
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• Characterization of compact subsets of curves with $\omega$-continuous derivatives Marcin Pilipczuk Fundamenta Mathematicae 211 (2011), 175-195 MSC: Primary 53A04. DOI: 10.4064/fm211-2-4
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• Borel extensions of Baire measures in ZFC Menachem Kojman, Henryk Michalewski Fundamenta Mathematicae 211 (2011), 197-223 MSC: Primary: 28A60, 03E04, 28C15, 03E35, 54A35; Secondary 54G10, 28E15, 28A05, 03E75, 03E65, 03E55, 03E10, 54D15. DOI: 10.4064/fm211-3-1
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• On the uniqueness of periodic decomposition Viktor Harangi Fundamenta Mathematicae 211 (2011), 225-244 MSC: Primary 39B22; Secondary 26A99, 39A70. DOI: 10.4064/fm211-3-2
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• Typical multifractal box dimensions of measures L. Olsen Fundamenta Mathematicae 211 (2011), 245-266 MSC: Primary 28A80. DOI: 10.4064/fm211-3-3
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• Quasi-orbit spaces associated to $T_0$-spaces C. Bonatti, H. Hattab, E. Salhi Fundamenta Mathematicae 211 (2011), 267-291 MSC: 54F65, 54H20. DOI: 10.4064/fm211-3-4
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