Contents of Volume 223
-
Extended Ramsey theory for words representing rationals Fundamenta Mathematicae 223 (2013), 1-27 MSC: Primary 05C55; Secondary 05A18, 05A05. DOI: 10.4064/fm223-1-1
-
Borel Tukey morphisms and combinatorial cardinal invariants of the continuum Fundamenta Mathematicae 223 (2013), 29-48 MSC: 03E15, 03E17. DOI: 10.4064/fm223-1-2
-
Finitarily Bernoulli factors are dense Fundamenta Mathematicae 223 (2013), 49-54 MSC: Primary 37A35; Secondary 28D20, 37A50, 60G10. DOI: 10.4064/fm223-1-3
-
The tree property at the double successor of a measurable cardinal $\kappa $ with $2^{\kappa} $ large Fundamenta Mathematicae 223 (2013), 55-64 MSC: 03E35, 03E55. DOI: 10.4064/fm223-1-4
-
When $C_p(X)$ is domain representable Fundamenta Mathematicae 223 (2013), 65-81 MSC: Primary 54C30; Secondary 54B10, 54E50. DOI: 10.4064/fm223-1-5
-
Dimension-raising maps in a large scale Fundamenta Mathematicae 223 (2013), 83-97 MSC: Primary 54F45; Secondary 54E35. DOI: 10.4064/fm223-1-6
-
Affine group acting on hyperspaces of compact convex subsets of ${\mathbb R}^{n}$ Fundamenta Mathematicae 223 (2013), 99-136 MSC: Primary 57N20, 57S10, 46B99; Secondary 55P91, 54B20, 54C55. DOI: 10.4064/fm223-2-1
-
Fundamental groups of one-dimensional spaces Fundamenta Mathematicae 223 (2013), 137-169 MSC: Primary 14F35; Secondary 28A80. DOI: 10.4064/fm223-2-2
-
Killing GCH everywhere by a cofinality-preserving forcing notion over a model of GCH Fundamenta Mathematicae 223 (2013), 171-193 MSC: 03E35, 03E55. DOI: 10.4064/fm223-2-3
-
Holonomy groups of flat manifolds with the $R_{\infty} $ property Fundamenta Mathematicae 223 (2013), 195-205 MSC: Primary 20H15, 55M20; Secondary 20C10, 20F34. DOI: 10.4064/fm223-3-1
-
Function spaces and local properties Fundamenta Mathematicae 223 (2013), 207-223 MSC: 54A25, 54B10, 54C05, 54D30. DOI: 10.4064/fm223-3-2
-
Flows near compact invariant sets. Part I Fundamenta Mathematicae 223 (2013), 225-272 MSC: Primary 37B25, 37B35; Secondary 37C10, 37C27, 37C70, 58K45. DOI: 10.4064/fm223-3-3
-
The Gruenhage property, property *, fragmentability, and $\sigma $-isolated networks in generalized ordered spaces Fundamenta Mathematicae 223 (2013), 273-294 MSC: Primary 54F05; Secondary 54E52, 54D30, 46A99, 46B03, 46B26, 46B50. DOI: 10.4064/fm223-3-4
