Topology. Volume II /

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Bibliographic Details
Main Authors: Kuratowski, Kazimierz, 1896-1980
Corporate Authors: Elsevier Science & Technology
Group Author: Kirkor, A
Published: Academic Press,
Publisher Address: New York :
Publication Dates: 1968.
Literature type: eBook
Language: English
French
Edition: New edition, revised and augmented.
Subjects:
Online Access: http://www.sciencedirect.com/science/book/9780124292024
Item Description: Includes indexes.
Carrier Form: 1 online resource
ISBN: 9781483271798
148327179X
012429202X
9780124292024
Index Number: QA611
CLC: O189
Contents: Front Cover; Topology; Copyright Page; Dedication; PREFACE TO THE SECOND VOLUME; Table of Contents; CHAPTER FOUR. COMPACT SPACES; 41. Compactness; 42. Thespace; 43. Semi-continuity; 44, Thespace; 45. Topics in dimension theory (continued); CHAPTEE FIVE. CONNECTED SPACES; 46. Connectedness; 47. Continua; 48. Irreducible spaces. Indecomposable spaces; CHAPTEK SIX. LOCALLY CONNECTED SPACES; 49. Local connectedness; 50. Locally connected metric continua; 51. Theory of curves. The order of a space at a point; 52. Cyclic elements of a locally connected metric continuum.
CHAPTER SEVEN. ABSOLUTE RETRACTS. SPACES CONNECTED IN DIMENSION n CONTRACTIBLE SPACES53. Extending of continuous functions. Eetraction; 54. Homotopy. Contractibility; CHAPTER EIGHT. GROUPS; 55. Groups; 56. Thegroups; 57. Spaces contractible with respect toUnicoherent spaces; 58. Thegroup; CHAPTER NINE. SOME THEOREMS ON THE DISCONNECTION OF THESPHERE; 59. Qualitative problems; 60. Quantitative problems. Cohomotopic multiplication Duality theorems; CHAPTER TEN. TOPOLOGY OF THE PLANE; 61. Qualitative problems; 62. Quantitative problems. Thegroup; List of important symbols; Author index.