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Rourke C.P., Sanderson B.J. — Introduction to Piecewise-Linear Topology
Rourke C.P., Sanderson B.J. — Introduction to Piecewise-Linear Topology



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Название: Introduction to Piecewise-Linear Topology

Авторы: Rourke C.P., Sanderson B.J.

Язык: en

Рубрика: Математика/Геометрия и топология/Общая топология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1972

Количество страниц: 123

Добавлена в каталог: 23.04.2005

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Предметный указатель
Regular neighbourhood collaring theorem      36
Regular neighbourhood for pairs      52
Regular neighbourhood in manifolds      34
Regular neighbourhood theorem for pairs      53
Regular neighbourhood uniqueness theorem      33
Regular neighbourhood, bibliography      112
Regular neighbourhood, collapsing criterion      41
Regular neighbourhood, isotopy uniqueness (regular neighbourhood theorem)      38
Regular neighbourhood, notes      109
Relative h-cobordism theorem      87
Relative regular neighbourhoods      56
Relative regular neighbourhoods, bibliography      112
Relative regular neighbourhoods, notes      109
Reordering handles and the reordering lemma      76
s-cobordism theorem      88 et seq.
s-cobordism theorem, bibliography      114
s-cobordism theorem, notes      109
Schoenflies conjecture      47 50
Schoenflies, bibliography      113
Schoenflies, notes      110
Schoenflies, weak theorem      47
Shelling      40
Shelling for pairs      54
Sign of intersection      68
Simple connectivity      101
Simple homotopy, bibliography      113
Simple homotopy, equivalence, type      39 107
simplex      11
Simplex, boundary of      12
Simplex, face of      11
Simplex, vertex of      11
Simplicial collapsing, notes      109
Simplicial complement      32
Simplicial complex      16
Simplicial diagram      18
Simplicial join      23
Simplicial map      16
Simplicial neighbourhood      32
Simplicial neighbourhood theorem      34—35
Simplicial neighbourhood theorem for pairs      53
Simplicial, abstract complex      26
Singular cycle      99
Singular set      60
Singularity of cycle      98
Skeleton of complex      15
Smale’s h-cobordism theorem      see “h-cobordism theorem”
Smoothing theory, bibliography      117
Spanning of cell      13
Spanning of simplex      11
Spanning subspace      12
Sphere      8
Sphere, criterion for unknotting      55
Sphere, homology of      99
Sphere, Joins of      23
Sphere, link of      69
Sphere, pairs of      50
Sphere, standard orientation of      45
Sphere, unknotting      64 91—92
Standard ball and sphere pairs      50
Standard link      69
Standard mistake      6 108
Standard orientations      45
Star      2
Star in complex      15
Star pair      48
Starring, notes      109
Starring, stellar subdivision, stellar moves      15
Subcomplex      15
Subcomplex full      31
Subdivision      15
Subdivision counterexamples      19
Subdivision lemmas      16 17 19 31
Subdivision of CW complex      105
Subdivision of triangulation      18
Subdivision theorems      17 18
Subdivision, derived      20
Subdivision, stellar      15
Support of isotopy      37
Surgery, bibliography      116
Symmetrical handle decomposition      82
Torsion (Whitehead torsion)      40 104—107
Torsion and s-cobordism theorem      88 et seq.
Torsion, algebraic definition      106
Torsion, bibliography      115
Torsion, connection with homotopy equivalences      40 107
Torsion, connection with polyhedra      106
Torsion, constructing h-cobordisms with given      90
Torsion, geometric definition and properties      104 et seq.
Trail      40
Transversality      61
Transversality, bibliography      115
TREE      18
Triangulation      17
Triangulation of topological manifold, bibliography      118
Triangulation, subdivision of      18
Underlying polyhedron to cell complex      14
Unit interval      4
Universal coefficient theorem      100
Universal cover      102
Unknotted ball and sphere pairs      50
Unknotting theorems for balls and spheres in codimension $\geqq3$ (Zeeman’s theorem)      50 52 55 64 91—92
Unknotting theorems for balls codimension 2 (Levine’s theorem)      92
Unknotting theorems, bibliography      113 116
Unknotting theorems, notes      111
Unlinking spheres      69 70
Vertex of cell      14
Vertex of simplex      11
Weak five dimensional theorems      93—94
Whitehead group of group      106
Whitehead group of space      104
Whitehead torsion      see “Torsion”
Whitehead’s theorem      102
Whitney lemma      68 69 78
Whitney lemma non-simply-connected case      72
Whitney lemma notes      110
Zeeman’s Theorem      see “unknotting”
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