Anderson G.A. — Surgery with Coefficients :: Электронная библиотека попечительского совета мехмата МГУ

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Anderson G.A. — Surgery with Coefficients

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Название: Surgery with Coefficients

Автор: Anderson G.A.

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1977

Количество страниц: 168

Добавлена в каталог: 06.07.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

$(BG)_{P}$       47
$A_{\lambda}$       60
$C^{(n)}$       85
$C_{*}(f)$ , f a map      42
$C_{*}(f)$ , f a map of pairs      42 83
$C_{*}(X)$       2
$E(u,\Lambda)$ , $E(\Lambda)$       20
$Ex^{\infty}$       5
$GL(u,\Lambda)$ , $GL(\Lambda)$       20 122
$G_{p}/H$       48
$G_{q}(R)$       7
$H^{n}(\mathbb{Z}/2\mathbb{Z};)$       109
$H_{q}$ , $\widetilde{H}_{q}$ for H=TOP, PL, DIFF      6
$I_{k}$       16 60
$K(\pi)$       110
$K(\pi,1)$ , $\pi$ a groupoid of type $2^{n}$       92
$K_{0}(\Lambda)$       19
$K_{1}(\Lambda)$       21 122
$K_{2}(\Lambda)$       23
$K_{i}(\ )$ , $K^{i}(\ )$       3
$L_{m}(\Pi)$ , ${L_{m}}^{'}(\Pi)$       87
$Q_{m}(\Pi)$       87
$R\pi$       2
$SK_{1}(\Lambda)$       21
$St(n,\Lambda)$ , $St(\Lambda)$       22
$S^{-1}\Lambda$       23
$s_{n,k}$       85
$Wh(\pi;R)$       28
$Wh_{2}(\pi;\mathbb{Z}_{p})$       125
$X^{p}$       27
$X_{p}$       24
$[X,\partial X]$       41
$\bar{K}_{1}(\Lambda)$       21
$\Delta$ -map      4
$\Delta$ -set      4
$\Lambda^{\dot}$       1
$\mathbb{Z}_{p}$ , $\mathbb{Z}_{(p)}$       24
$\mathscr{L}^{s}_{2k-1}(\pi,w)$       112
$\mathscr{L}_{m}(g;\Pi,\Pi^{'})$       103
$\mathscr{R}_{m}(\Pi)$       87
$\mathscr{R}_{m}(\Pi^{'},\Pi)$       103
$\Omega^{e}_{m}(\bar{K})$       87
$\Omega^{e}_{n}$       94
$\Omega_{m}(\Pi)$       87
$\partial_{i}$ , $\partial$ , $\delta_{i}$       85
$\Pi(P)$       24
$\pi-\pi$ theorem      83
$\pi_{r}(X)$ , X an n-ad      86
$\pi_{r}(\phi)$ , $\phi$ a map      55
$\pi_{r}(\psi)$ , $\psi$ a map of pairs      82
$\Sigma$       63
$\widetilde{TM}$       8
${CH_{n}}^{A}(\pi,w;R)$       101
${D_{-}}^{k}$ , ${D_{+}}^{k}$ , $\partial_{-}D^{k}$ , $\partial_{+}D^{k}$       33
${EU_{k}}^{A}(u,\Lambda)$       63
${L^{A}}_{2k+1}(\Lambda)$       64
${L^{A}}_{2k}(\Lambda)$       62
${L_{m}}^{A}(\bar{K};R)$       92
${L_{m}}^{h}(\bar{K};R)$ , ${L_{m}}^{s}(\bar{K};R)$       92
${\eta_{p}}^{H}(X)$       80
${{U}_{k}}^{A}(n,\Lambda)$       63
* (on $K_{1}(\Lambda)$ )      22
* (on $R\pi$ )      2
Adjoint      60
Ambient surgery      129
Arf invariant      77
Atiyah, M. and MacDonald, I.      24
Bass, H.      21 121 128
Bernstein, I.      74
BH, BA      5
Block bundle      7
Bredon, G.      40
Browder, W.      46 78 131
Cappell, S. and Shaneson, J.      28 84 104 126 131
Classifying space for surgery      95
Cobordism extension property      104
Cohen, M.      37
Colocalization      27
Conjugate closed subgroup      41
Connolly, P.      116 126
de Medrano Lopez, S.      131
Deformation      32
Degree 1      41 86
Dimension (of a Poincare complex)      39
Dual (of a module)      1
Duality theorem      43
Elementary matrix      20
Elementary P-collapse, expansion      32
Farrell, P. and Wagoner, J.      122
Formal deformation      32
Free and based module      21
Free module      1
Fundamental class      39
Gabriel, P. and Zisman, M.      5
Gauss, C.      75
General linear group      20 122
Geometric realization      5
Group ring      2
Groupoid of type $2^{n}$       92
h-cobordism      38
Haefliger, A. and Poenaru, V.      12
Handle      54
Handle subtraction      82
Hasse — Minkowski invariant      76
Hermitian form      60
Hirsch, M.      12
Homology equivalence      3
Homology intersection pairing      14
Homology manifold      40

Homology type      3
Hudson, J.      38
Imm(M,N)      11
Immersion classification theorem      12
Infinite simple homotopy type      122
Intersection numbers      14
Jones, L.      129
Kan, D.      5
Kernel      60
Kervaire manifold      78
Kervaire, M.      38
Kervaire, M. and Milnor, J.      78
Kirby, R. and Siebermann, L.      54
Kwan, K. and Szczarba, R.      128
Lam, T.      75
Lees, J.      12
Linking forms, group of      112
Linking forms, simple      112
Linking forms, standard simple      112
Local homotopy (homology)      25
Local n-sphere      25
Localization, algebraic      23
Localization, geometric      24
Localization, relative      26
Manifold n-ad      86
Microbundle      10
Milnor Poincare complex (manifold)      78
Milnor, J.      5 7 10 17 22 28 29 54
Milnor, J. and Husemoller, D.      76
Miscenko, A.      126
Morse theory      54
n-ad      85
Normal cobordism      51
Normal invariant      51
Normal map      50 57
Pardon, W.      104
Periodicity isomorphism      96 110
Plumbing theorem      72
Poincare complex      39
Poincare n-ad      86
Poincare pair      41
Preferred base      21
Principal A-fibration      5
Principal H-bundle      5
Projective module      1
Qulnn, P.      94 95
R(TM,TN)      11
Realization Theorem      72
Ring with involution      1
Rothenberg, M.      105
Rourke, C. and Sanderson, B.      5 7 17 54
s-basis      1
s-cobordism      38
s-cobordism theorem      38 123
s-free      1
Self-dual      41
Self-intersection number      16
Serre, J.      76
Shaneson, J.      96 105 127
Sharpe, R.      125
Siebenmann, L.      19
Signature      75
Simple chain complex      22
Simple equivalence      22
Simple homology equivalence      29
Simple homology type      36
Simple Poincare complex      39
Spanier, E.      22 30 97
Spherical fibration (over a ring)      10
Spivak normal fibration      45
Spivak, M.      10 45
Split group      125
Stable basis      1
Stably free      1
Standard plane      60
Steinberg group      23
Stong, R.      94
Subkernel      61
Sullivan, D.      25 47 50 80
Surgery      54
Surgery hypothesis      64
Surgery leaving a sub-manifold fixed      131
Surgery obstruction theorem      64 93
Surgery rel the boundary      55
Surgery with coefficients      57
Swan, R.      21
Tangent block bundle      8
Tangent microbundle      10
Thom space      45
TM      10
Torsion for n-ads      122
Torsion of a chain complex      22
Torsion of a Hermitian form      60
Torsion of a map      29
Torsion of a Poincare complex      39
Trace      54
TRANSFER      39
Unitary Steinberg group      125
Wall group      62 64 87 92 124 126
Wall, C.T.C.      19 41 47 58 64 80 84 95 96 116 125 131
Whitehead group of a group      28
Whitehead group of a ring      21
Whitehead group, secondary      125
Whitehead lemma      20
Whitehead, J.H.C.      37
Whitney lemma      16
Williamson, R.      96
xN      96
[x]      39

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