A.- Section I Sets and Operations with Sets.- Section II Spaces.- Section III Directed Families.- Section IV Compact Sets and Bolzano-Weierstrass Sets.- Section V Functions.- Section VI Metric Spaces and a Metrization Theorem.- Section VII Diameters and Distances.- Section VIII Topological Limits.- Section IX Relativization.- Section X Connected Sets.- Section XI Connectedness of Limit Sets and Separations.- Section XII Continua.- Section XIII Irreducible Continua and a Reduction Theorem.- Section XIV Locally Connected Sets.- Section XV Property S and Uniformly Locally Connected Sets.- Section XVI Functions and Mappings.- Section XVII Complete Spaces.- First Semester Examination.- Section XVIII Mapping Theorems.- Section XIX Simple Arcs and Simple Closed Curves.- Section XX Arcwise Connectedness.- Appendix I Localization of Property S.- Appendix II Cyclic Element Theory.- B.- Section I Product Spaces.- Section II Decomposition Spaces.- Section III Component Decomposition.- Section IV Homotopy.- Section V Unicoherence.- Section VI Plane Topology.- Appendix Dynamic Topology.
Les informations fournies dans la section « Synopsis » peuvent faire référence à une autre édition de ce titre.