http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
1 online resource (361 pages) : illustrations
Papers on continuum theory show up fairly frequently in journals. Macias (Instituto de Matematicas, Mexico) gives the requisite background so often missing in descriptions of this aspect of topology, as well as some of his favorite topics, including Jones's set function T, homogeneous continua, and n-fold hyperspaces, offering the first detailed, s.
PRELIMINARIES ; Product Topology; Continuous Decompositions; Homotopy and Fundamental Group; Geometric Complexes and Polyhedra; Complete Metric Spaces; Compacta; Continua; Hyperspaces; References; INVERSE LIMITS AND RELATED TOPICS ; Inverse Limits; Inverse Limits and the Cantor Set; Inverse Limits and Other Operations; Chainable Continua; Circularly Chainable and P -like Continua; Universal and A-H Essential Maps; References; JONES'S SET FUNCTION T ; The Set Function T ; Continuity of T ; Applications; References; A THEOREM OF E.G. EFFROS ; Topological Groups; Group Actions and a Theorem of Effros; References; DECOMPOSITION THEOREMS ; Jones's Theorem; Detour to Covering Spaces; Rogers's Theorem; Case and Minc-Rogers Continua; Covering Spaces of Some Homogeneous Continua; References; n -FOLD HYPERSPACES ; General Properties; Unicoherence; Aposyndesis; Arcwise Accessibility; Points that Arcwise Disconnect; C* n -smoothness; Retractions; Graphs; Cones; References; QUESTIONS ; Inverse Limits; The Set Function T ; Homogeneous Continua; n -fold Hyperspaces; References; Index
Includes bibliographical references and index.
Inverse problems (Differential equations)
Problèmes inverses (Équations différentielles)