Topology Conference : Virginia Polytechnic Institute and State University March 22-24, 1973 : [Proceedings]
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Topology Conference : Virginia Polytechnic Institute and State University March 22-24, 1973 : [Proceedings]
（Lecture notes in mathematics, 375）
Springer-Verlag, 1974
- : Germany
- : U.S.
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Library, Research Institute for Mathematical Sciences, Kyoto University数研
: GermanyL/N||LNM||3752036114
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Hokkaido University, Library, Graduate School of Science, Faculty of Science and School of Science研究室
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Includes bibliographies
Description and Table of Contents
Table of Contents
A construction for involutions on homotopy sheres.- Mapping hereditarily indecomposable continua onto a pseudo-arc.- An unusual map of a 3-cell onto itself.- Characterizations and mappings of Mi spaces.- Proper homotopy theory in simplicial complexes.- A note on R. H. Bing's example G.- Simple homotopy theory for compact Hilbert cube manifold factors.- Regularity and complete regularity for convergence spaces.- Shape theory and covering spaces.- Homotopy of Braids - In answer to a question of E. Artin.- Some special presentations of homotopy 3-spheres.- A covering property for metric spaces.- Some comments on simultaneous extensions of mappings on closed subsets.- Some results in metrization theory, 1950-1972.- C-embedding of Hausdorff spaces in certain extensions.- Semi-regular actions.- Hereditarily separable, non-completely regular spaces.- An invariant of link concordance.- On movability and local connectivity.- Report on weakly confluent mappings.- The symmetric group and BU.- Lattice operations on metric and order topologies.- Countably bi-quotient maps and a-spaces.- Some problems concerning hyperspaces.- On Hyman's M-space.- The status of some problems related to knot groups.- Hyperspaces of arc-like and circle-like continua.- Movable shapes.- Some problems of measurability.- Cartesian factors of infinite-dimensional spaces.- Some conditions under which the sum of shrinkable decompositions is shrinkable.- Extending continuous functions in compact metric spaces.
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