The absolute property -- The universally measurable property -- The homeomorphism group of X -- Real-valued functions -- Hausdorff measure and dimension -- Martin axiom -- Appendix A. Preliminary material -- Appendix B. Probability theoretic approach -- Appendix C. Cantor spaces -- Appendix D. Dimensions and measures
Summary
"Absolute measurable space and absolute null space are very old topological notions, developed from descriptive set theory, topology, Borel measure theory, and analysis. This monograph systematically develops and returns to the topological and geometrical origins of the notions."--Jacket
Bibliography
Includes bibliographical references (pages 258-265) and indexes
