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Hazewinkel M. (ed.) — Handbook of Algebra, Volume 4
Hazewinkel M. (ed.) — Handbook of Algebra, Volume 4



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Название: Handbook of Algebra, Volume 4

Автор: Hazewinkel M. (ed.)

Аннотация:

Algebra, as we know it today, consists of many different ideas, concepts and results. A reasonable estimate of the number of these different items would be somewhere between 50,000 and 200,000. Many of these have been named and many more could (and perhaps should) have a name or a convenient designation. Even the nonspecialist is likely to encounter most of these, either somewhere in the literature, disguised as a definition or a theorem or to hear about them and feel the need for more information. If this happens, one should be able to find enough information in this Handbook to judge if it is worthwhile to pursue the quest.



In addition to the primary information given in the Handbook, there are references to relevant articles, books or lecture notes to help the reader. An excellent index has been included which is extensive and not limited to definitions, theorems etc.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2006

Количество страниц: 518

Добавлена в каталог: 30.06.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Generic zero of a variety      265
Generic zero of an irreducible variety      266
Genus      387 430
Genus, formula      390 397 399
Geometric n-simplex      7
Geometric realization      7
Geometrical model      430
Geometry of a root system      356
Gersten conjecture      5 28 55
Gersten — Swan K-theory      5
Gersten, S.      5
Gerstenhaber — Schack cohomology      222
Gillet and Waldhausen      23
GLE (generalized Liouvillian extension)      321
Global field      6 48
Global fieldof characteristic p      53
Global section      16
Gluing axiom for weak equivalences      20
Goldie theorem      99
Golod p-group      470
Good basis      112
Good filtration      93
Goryunov, V.V.      455
Gould construction      116
GPVE      319
Graded $\sigma$-module      268
Graded $\sigma$-R-module      268
Graded difference R-module      268
Graded Hopf algebra      175 218 229
Graded module      214
Graded multiplicity      343
Green functor      65 68
Green — Deligne — Lusztig parameterization      397
Greenspan number      300
Grid function      286
Grobner basis      243
Grobner basis,method      276
Grothendieck group      9
Grothendieck ring      223
Grothendieck, A.      5 176 205
Ground $\sigma$-field      263
Group of all diagonal matrices      361
Group of Burnside type      484
Group of elementary matrices      12
Group of grouplike elements      228
Group of isotopy classes of braids      446
Group of Lie type      397
Group of square free order      58
Group of totally positive units      49
Group with a BN-pair      360
Group with unmixed factors      471
Group, algebra      175 210 228
Group, completion      18
Group-graded algebra      198
Grouplike element      178
Groups of automorphisms of free groups      429
Guillemin — Sternberg construction      158
Guo, X.      6
H-commutative      215
H-Galois extension      201
H-Galois object      201
H-invariant form      227
H-measured algebra      198
H-module algebra      198
H-module map      210
H-space      17 47
Hall — Janko group      374
Hambleton — Taylor — Williams conjecture      60
Handle      391 415
Handlebody      430 446
Harish — Chandra module      112
Hecke algebra      366 372 373
Height of a root      357
Heisenberg double      217
Hennings invariant      211
Hereditary order      6
Hermitian anti-involution      123
Herzog, F.      243
Hidden symmetry      114
Higher Chow group      43
Higher class group      55 60
Higher G-theory      58
Higher K-group      55
Higher K-theory      5 51
Higher K-theory of $\mathbb{Z}$      53
Higher K-theory of modules over ‘EI’ categories      6
Higher regulator map      52
Higher topological K-theory      9
Highest root      374
Highest vector      117 120 131 139 147 154 159
Highest weight      111 117 120 137 139 147 154 159
Highest weight, irreducible representation      137
Highest weight, representation      154
Highest weight, vector      117
Higman diagram      394
Higman, G.      387 391 413
Hilbert, Nullstellensatz      265
Hilbert, polynomial      92 98 269 282
Hilbert, series      341
Hilbert, theorem      90 38
Holomorph      489
Holomorph of a group      473
Holomorphic differential form      454
Holonomic module      91 92 94
Holonomic number      79 84 92 93
Holonomic R-module      93
HOMFLY-PT invariant      365
HOMFLY-PT polynomial      367
Homological dimension      24
Homology of braid group      455
Homology, theory defined by a spectrum      11
Homomorphism of filtered $\sigma$-R-modules      269
Homomorphism of filtered difference modules      269
Homotopy, associative      18
Homotopy, category      23
Homotopy, colimit      9
Homotopy, commutative      18
Homotopy, fibration      14 32
Homotopy, fibre sequence      31
Homotopy, groups of a spectrum      10
Homotopy, invariant      14 43
Hook      371
Hopf, 2-cocycle      191
Hopf, algebra      147 175 182 455
Hopf, algebra in a braided tensor category      218 219
Hopf, algebra in the category of $k\mathbb{Z}$-comodules      218
Hopf, algebra of rooted tree      176
Hopf, algebra, filtration      229
Hopf, algebra, homomorphism      182
Hopf, algebras in categories      208
Hopf, algebroid      230
Hopf, extension      187
Hopf, Galois extension      201
Hopf, H.      175
Hopf, ideal      182
Hopf, module      193 197 214
Hurewitz map      12 46
Hurwitz, A.      387 429
Hurwitz, generation      397 402 410
Hurwitz, group      387 410 412 413
Hurwitz, subgroup      387 390 401 405
Hurwitz, subgroups of $PSL_n(\mathbb{F})$      404
Hurwitz, upper bound      390
Hyperbolic geometry      389
Hyperbolic plane      389
Hyperbolic triangle      388 390
Hyperbolic triangle, group      389
Hypercohomology      39
Hypercohomology, group      42
Hyperelementary      68
Hyperplane complement      374
Imprimitive reflection group      357
Imprimitive subgroup      345
Incompatible $\sigma$-field extensions      304
Incompatible difference field extensions      304
Indecomposable coalgebra      179
Indecomposable Coxeter matrix      352
Indecomposable group      375
Indecomposable ideal      262
Indecomposable reflection groups over finite fields      375
Indexing      291
Indexing of elements      293
Indicator system      111
Induced automorphisms of Gal (L/K)      314
Induction homomorphism      67
Induction of modules      203
Infinite 2-group      487
Infinite group      469
Infinite group with finiteness conditions      491
Infinite loop space      10 23 32
Infinite matrices      137
Infinite simple (2,3, 7)-generated group      414
Infinite symmetric group      19
Infinite Weyl group      361
Infinite-dimensional representations of $gl_n$      137
Infinitesimal braiding      229
Infinitesimal Hopf algebra      230
Infinitesimal lowering operator      111
Inflation      15
Initial      257
Initial of a $\sigma$-polynomial      254
Initial of A with respect to yi      301
Inner automorphism      206 207 222
Inner derivation      102
Inner measuring      206
Integrable system      158
integral      183 196 205
Integral, Cartan matrix      355
Intermediate $\sigma*$-field      317
Interpolation point      155
Interpolation polynomial      126 141 152
Interpolation properties      157
Invariant      186 205
Invariant of oriented knots and links      367
Invariant, $\sigma$-ring      302
Invariant, basis property      18
Invariant, differential forms      342
Invariant, lattice      374
Invariant, quadratic form      347
Invariant, ring      341
Invariants of 3-manifolds      212
Inverse closure      246
Inverse difference field      287
Inverse difference Galois problem      330
Inverse Galois problem      401
Inverse limit degree      287
Inverse problem      330
Inverse reduced limit degree      288
Inverse scattering method      115 158
Inversive $\sigma*$-dimension      275
Inversive $\sigma*$-operator      272
Inversive $\sigma*$-type      275
Inversive closure      248 249
Inversive closure of a $\sigma$-field      249
Inversive difference, algebra      290
Inversive difference, dimension      275
Inversive difference, field      245 249
Inversive difference, field extension      284
Inversive difference, operator      272
Inversive difference, R-module      272
Inversive difference, ring      244
Inversive difference, structure      273
Inversive difference, type      275
Inversive difference, vector space      272 284
Inversive Ritt $\sigma$-ring      261
Involution, finitely embedded      488
Irrationality of characters      373
Irreducible $\mathcal{E}$-components      264
Irreducible character      223
Irreducible character of a reflection group      343
Irreducible coalgebra      179
Irreducible complex reflection group      363
Irreducible component      179 264
Irreducible Coxeter system      352
Irreducible module      223
Irreducible p-adic reflection groups      376
Irreducible real reflection group      352
Irreducible reflection group      345
Irreducible reflection group over finite field      375
Irreducible representation      111
Irreducible representation of a complex reflection group      369
Irreducible subgroup      402 403
Irreducible variety      297
Irredundant      264
Irredundant, representation      261
Irredundant, representation of a variety      266
Irregular prime      54
Isotopy class      429
Isotropic polynomial subalgebra      103
Isotropic subalgebra      80 102 103
Ivanov, N.V.      430
Ivko, M.N.      473 475
Iwahori — Hecke algebra      113 354 366 373
j-induction      369 370
j-leader      277
Jacobi bound      300
Jacobi number      300
Jacobson radical      179
James, G.      373
Johnson, J.      243
Joining representations      391
Jones polynomial      211 365 368
Jones, V.F.R.      429
Joseph, A.      102
k-affine      205
K-groups of number fields      6
K-linear derivation      284
K-theory      5
K-theory of $\mathcal{Z}$      53
K-theory of group rings      55
K-theory of Karoubi and Villamayor      13
K-theory of local fields      46
K-theory of maximal orders      55
K-theory of orders      55
K-theory with mod-r coefficients      33
K-theory, space      21
K-theory, space of a W-category      22
K-theory, spectrum      23
K-theoryof Waldhausen categories      31
Kac algebra      205
Kac — Moody algebra      359
Kac — Zhu theorem      197 224
Kac, G.I.      197
Kahn, B.      6 46
Kan complex      7
Kaplansky conjecture      176 196 197 221
Kaplansky conjecture, 10th conjecture      225
Kaplansky conjecture, 5th conjecture      222
Kaplansky conjecture, 6th conjecture      224
Karoubi — Villamayor K-theory      5 11
Kauffman invariant      211
Keating, M.E.      61
Keigher, W.      243
Kernel of a Frobenius group      490
Keune, F.      5
Keyman, E.      450
Killing, W.K.J.      111
Klein Four group      473
Klein quartic      390
Klein, F.      387 429
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