Summer Institute on Set Theoretic TopologyPDF电子书下载

Hour Lectures 5

TRANSFORMA TIONS＆D．Montgomery 5

SET THEORETIC TOPOLOGY-Present and future＆G．T．Whyburn 6

DEVELOPMENT of a theory for manifolds＆R．L．Wilder 7

Certain classical problems of euclidean topology＆E．E．Moise 15

Remarks on the applications of set theoretic topology to analysis analysis＆Edwin Hewitt 17

What topology is here to stay?＆R．H．Bing 25

Seminar on Generalized Manifolds 28

Examples of generalized manifolds＆M．L．Curtis 28

Generalized manifolds with boundary＆P．A．White 29

Direct products of generalized manifolds with boundary＆Thomas R．Brahana 30

Mappings of manifolds＆R．L．Wilder 30

Deformations of generalized manifolds＆M．L．Curtis 32

Homotopy manifolds＆M．L．Curtis 34

Seminar on Topology of 3-space 35

Historical background＆R．L．Wilder 35

Some aspects of knot theory＆Alan Goldman 36

Pathology in 3-space＆O．G．Harrold,Jr． 38

Decompositions of E3 into points and tame arcs＆R．H．Bing 40

Approximating surfaces with polyhedral ones＆R．H．Bing 47

Some consequences of the approximation theorem of Bing＆O．G．Harrold,Jr 53

Some other problems proposed in the 3-dimensional manifolds seminar 56

Seminar on 3-Dimensional Manifolds 57

Seminar on Semi-Metric Spaces 58

Introductory remarks on semi-metric spaces＆F．Burton Jones 58

On semi-metric spaces＆Louis F．McAuley 58

Semi-metric spaces＆Morton Brown 62

Seminar on Structure of Continua Topology of the Place 65

Structure of continua＆G．T．Whyburn 65

On homogeneity＆F．Burton Jones 66

Problems in the plane＆F．Burton Jones 68

The pseudo-arc＆R．H．Bing 70

Homogeneous continua＆C．E．Burgess 73

Collections of pseudo-arcs in the plane—Homogeneity of the universal curve＆R．D．Anderson 76

Problems on universal curves,pseudo-arcs and related topics＆R．D．Anderson 77

On decomposition of continua into aposyndetic continua＆L．F．McAuley 78

Reduction of open mappings＆R．F．Williams 80

Equicontinuity in continuous collections of continua＆E．J．Dyer 81

Continuous collection of continuous curves＆Mary-Elizabeth Hamstrom 82

Connectedness＆Mary Ellen Rudin 84

Flat spaces＆J．Slye 85

Seminar on Fixed Points 87

The Cartwright Littlewood theorem＆O．H．Hamilton 87

The fixed point property on quasi-complexes＆Eldon Dyer 88

Fixed point sets under involutions in E3＆Deane Montgomery 89

Essential fixed points＆M．X．Fort,Jr． 90

Seminar on Transformations and Transformation Groups 92

Report of the seminar＆E．E．Floyd 92

Homeomorphisms having an equicontinuous family of iterates＆E．Hemmingsen 96

The embedding of homeomorphisms in flows＆M．K．Fort,Jr． 97

Looal properties of open mappings＆R．F．Williams 98

Certain transformations which lower dimensions＆Eldon Dyer 99

Report on the monotone,light open,and monotone open mappings of manifolds and re-lated spaces＆R．D．Anderson 99

Local arc-wise connectivity in the space Hn of homeomorphisms of Sn onto itself＆J．H．Roberts 100

Seminar on Paracompact Spaces 102

Report＆Melvin Hendriksen 102

A survey of paracompactness and related topics＆E．Michael 102

Supercomplete spaces＆J．R．Isbell 106

A Cech fundamental group＆A．J．Goldman 107

Seminar on Fibre Spaces 110

Covering homotopy property＆M．L．Curtis 110

Homotopy equivalence of Fiber Bundles＆M．L．Curtis 111

Seminar on Function Spaces and Topological Algebra 115

Harmonic functions in Banach algebras＆Richard Arens 115

Generalized power series algebras＆Richard Arens 116

Algebras of linear transformations and of functionals＆R．C．Buck 117

Report on rings of continuous functions＆Melvin Hendricksen 121

Report on algebras of bounded continuous functions＆Edwin H ewitt 124

Hyper-real fields＆L．Gillman 128

Some special spaces＆L．Gillman 130

Topological structure of normed linear spaces＆V．L．Klee,Jr． 132

Rings of uniformly continuous functions＆J．R．Isbell 134

Differentiation in Banach algebras＆S．B．Myers 135

Algebras of analytic functions＆Walter Rudin 137

Topological algebra seminar＆Richard Arens 140

Seminar on Extension Theorems 142

Extensions of mappings into n-cubes＆M．K．Fort,Jr． 142

Recent analogues of the Urysohn-Tietze extension theorem＆E．Michael 143

Selection theorems for continuous functions＆E．Michael 144