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Faith C. — Rings and Things and a Fine Array of Twentieth Century Associative Algebra
Faith C. — Rings and Things and a Fine Array of Twentieth Century Associative Algebra



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Название: Rings and Things and a Fine Array of Twentieth Century Associative Algebra

Автор: Faith C.

Аннотация:

A survey of aspects of the development of associative rings and modules in the twentieth century including: (1) updates on topics treated in the author's two Springer-Verlag Grundlehren (Foundations) volumes written a quarter of a century ago, (2) a considerable expansion of topics to include exciting new ideas that drive and dominate contemporary research. The title of this book is derived from The Taming of the Shrew.


Язык: en

Рубрика: Математика/

Серия: Сделано в холле

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1999

Количество страниц: 449

Добавлена в каталог: 29.10.2011

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Rutter      200 see
Rutter theorem      13.36
Sabbagh theorem      6.48
Sadat, Anwar      288
Safarevic      see "Shafarevitch"
Sahaev      90
Sahaev theorem      12.9
SAI      158
Salce      135 166 see
Salce — Zanardo      6.19
Salinger, J.D.      317
Sally, J.      35
Saltman      19 35
Samuel      108
Sandomierski      90 108 163 181
Sandomierski theorem      4.1E 5.4Af 7.7 8.B 12.10
Sandwich ring      9.14s
Sanov theorem      3.74
Santa Clara — Smith theorem      12.4F—12.4H
Sarath      8
Sartre, Jean-Paul      317
Sasiada      74
Sathaye      245
Savio, Mario      320
Scanlon, Jane      299
Schanuel      90
Schilling      111
Schlatter, Richard      286 290
Schmidt      see "Krull"
Schmidt, F.K.      §8 264
Schmidt, S.      23
Schneider      68
Schoenfliess      275
Schoepf      see "Eckmann"
Schofield      24
Schofield theorem      2.7s
Scholz theorem      2.21Bf
Schreier      13
Schur lemma      §2 2.0ss
Schwartz, Binyamin      304
Scott      177 see
Scott, Robert F.      295
Sehgal      88
Seifert, Frau Herbert      265 274
Seifert, Herbert      265 274
Selberg, Atle      269—270 289
Selberg, Hetty      269—70 289
Selberg, Ingrid      270
Selberg, Lars      270
Self injective ring      3.2s 3.5Af §4
Sellers, Peter      294
Semi continuous module (ring)      12.4Bf
Semi local ring      3.11As (Cf. p.85)
Semi-regular ring      6.9f
Semiartinian module      3.33As
Semiartinian ring      3.33as
Semicompact      5.4Af
Semilocal Kasch ring      9.9 16.29 16.31—16.32
Semilocal ring      3.10Af
Semiperfect FPF ring      5.43ff
Semiperfect ring      3.30s
Semiprimary ring      5.1A's
Semiprime ideal      2.37As
Semiprime ring      2.2s
Semiprimitive ring      2.6f
Semisimple factor (or part)      2.52
Semisimple module      2.1s
Semisimple ring      2.1
Senstroem      135
Separable algebra      2.51 4.15B
Separable field extension      2.51s
Series, composition      2.17c
Series, Laurent      2.0f
Series, power      2.0f
Series, socle      3.33As
Serre      87 184 210
Serre condition      5.34
Serre conjecture      3.25
Sfield (= division ring)      2.0s
Shackelton, Ernest      295
Shafarevitch      74
Shafarevitch theorem      2.21Bf 3.43As
Shakespeare      289 300 313
Shamsuddin      112 141 160 197
Shamsuddin — Herbera theorem      8.C
Shamsuddin, Ahmad      308
Sharp      231 233
Sharp — Vamos theorem      16.7A—16.7B
Shelah      166
Sheperdson example      4.6Ds
Shields, Brooke ("Pretty Baby")      318
Shizhong theorem      8.C
Shock      62 88 112 163 241 254
Shock module      7.27s
Shock theorem      3.39—3.40 3.80 7.27
Shoda      29 86
Shores      69 111
Shores theorem      5.7—5.8 6.3A
Sigma cyclic module      5.1A's
Sigma cyclic ring      5.1A's
Sigma finitely generated      5.A's
Sigma injective      3.7As 3.14—3.16 7.32s 16.33
Sigma ring      7.47s
Silver      174 185
Silver theorem      12.1
Similar rings      3.51f
Similarity (of two rings)      3.5af
Simon      201
Simple factor      2.17Fs
Simple module      2.0s
Simple ring      2.1f 2.17B 7.15—7.19 12.4'''
Sims, Charles ("Chuck")      300
Simson theorem      4.A2
Singh, S.      132
Singh, S. theorem      5.3E 5.3G
Singh, Simon      323
Singular ideal      4.1Es §12
Singular submodule      4.1Es
Skew field (= sfield)      2.0s
Skew group rings      17.1As
Skolem      23
Skolem — Noether theorem      2.5A
Skornyakov theorem      5.2D 13.15C
Skornyakov, L.A.      284 297
Slomson      135
Smale, Steve      320—321
Small      28 48 62 74 90 132 169 181 225 227 237 254 see "Goldie"
Small theorem      3.41 3.55A 3.55B 3.55C 3.55D 3.57
Small, Lance      304
Smith, H.J.S.      123
Smith, M.K.      35 227
Smith, P.F.      23 92 see "Pusat-Yilmaz" "Santa
Smith, W.W. theorem      16.8A—16.8B
Smullyan, Ray      290n
Snapper theorem      3.49B
Snider      98 178 227 see "Fisher" "Ramras"
Snider theorem      12.0C 14.23
Socle length      3.33as
Socle of a module      3.33As
Socle series      3.33As
Solomon, Ron      301
Sontag      130
Soukhanov, Anne H.      272n 274n
Souslin      319n
South, Dudley E.      255
Specker theorem      1.19B
Spector, Clifford      276
Spector, Leah      276
Spencer, D.C.      283
Spencer, J.      290n
Split algebra      4.15B
Split-null extension      4.24
Splits off      1.4 2.1s
Splits, submodule      1.4 2.1s
Splitting field      2.5Bff
Splitting, divisible group      1.11 1.12
Sridharan      209
Srinivasan      35 177
Srinivasan theorem      11.12s
Srinivasan, Bhama      292 294
Stable range      6.3Fs
Stafford      80 159 209 211 see
Stafford theorem      7.13
Staircase lemma      15.3
Stalin      271—272 290
Standard polynomial identity      15.15(5)
Steele (Prize)      286
Steenrod      54
Steenrod, Norman      312
Steinitz      88 123
Steinitz ring      3.77s
Steinitz theorem      1.28
Stellenring      p.85
Stenstroem theorem      12.2
Stenstroem — Jain theorem      6.2B
Stephenson      78 157 254
Stephenson theorem      3.51'f §17
Stevens, Dorothea      267
Stewart      49
Stickelberger      5
Stone      90
Storrer      185
Strictly Galois extension      17.12s
Strong Johns ring      13.36s
Strongly $\pi$-regular ring      8.4Fs
Strongly discrete ring      9.35ff
Strongly prime ring      12.11s
Strongly regular extension      4.19As
Strongly regular polynomial identity      15.9s
Strongly regular ring      4.19As
Subdirect product      2.6f
Subdirectly irreducible ideal      16.9Cs
Subdirectly irreducible module      2.17Cs
Subdirectly irreducible ring      2.17Ds
Subdirectly irreducible submodule      2.17Cs
Subisomorphic      3.3
Submodule, (Cohn) pure      6.As
Submodule, fully invariant      1.3
Submodule, independent      1.4
Submodule, irreducible      2.18As 3.14B 16.9Cs
Submodule, RD-pure      1.17As
Submodule, subdirectly irreducible      2.17Cs 16.9Cs
Suitable ring      8.4B
Sullivan, Molly Kathleen      268 305
Summand      1.4
Support, finite      1.1
Suprunenko      87
SWAN      124 140 153
Swan theorem      2.21Bf 8.F
Swan, Richard      304
Sylow      177
Sylvester domains      6.31f
Symmetric element      2.44s
Symmetric quotient ring      §17 Notes
Symmetric, skew      2.44s
Syzygy theorem      14.9
T-nilpotent      3.31 3.80
Tachikawa      160
Taft      49
Taft theorem      2.52f
Taft, Earl      258 283 297—298
Taft, Hessy      297—298
Taft, Robert Alphonso      298
Taft, William Howard      298
Talintyre theorem      3.55B
Tarski theorem      6.45
Tarski, Alfred      290 315n
Tata (Institute)      291
Tate      23 57
Tate, John      316n
Tennenbaum, Jonathan      319
Tennenbaum, Stanley      318—319
Teply      132
Teply — Fuelberth theorem      4.1E
Teply — Miller theorem      3.10
Teply — Miller — Hansen theorem      4.11
Thompson, John G.      301
Thrall      160
Thrall problem      13.29s
Thrall theorem      13.29s 13.30A
Thrall, Robert      287
Threlfall, William      274
Tierney, Miles ("Tiernovsky")      314
Tits      87
Toland, John      274
Tolskaya, T.C.      297
Tolstoy, Leo      302
Tol’skaya      200
Tomber, Marvin      261
Tominaga      24 130 183 251
Tominaga, Hisao ("Tommy")      306
Top regular      12.5s
Torch ring      5.8s
Torsion group      1.6
Torsion ideal      1.26As
Torsion subgroup      1.13f
Torsion submodule      1.6
Torsionfree      1.6
Torsionless module      1.5
Transpose matrix      2.43
Transvection invariant subring      2.16Js
Transvection matrix      2.16Js
Triangular matrices      2.6s
Trilfaj      136
Tsen      101
Tsen theorem      2.6ff
Tuchman, Herb      317
Tuganbaev      132
Twain, Mark (Samuel Clements)      295
Two x Two (2 x 2) theorem      5.38A
Ulrich      35
Underwood, Caroline      275
Uniform module      3.14A 16.9A
Uniform ring      6.26 13.26 16.13
Unimodular element      5.22f
Unique decomposition theorem      8.As
Uniserial module      5.1A'f
Uniserial ring      5.1A
Unit regular ring      4.Ass 6.3B
Units, ring generated by      2.16E—2.16H
Universal differential field      3.20f
Upham, Mary      292
Urken, Irv      318
Uspensky      255
Utrillo, Maurice      311
Utumi      30 95 101 179—180 182
Utumi theorem      4.2 4.3 4.7 4.20 12.0A 12.4" 12.4A—12.4B 12.5
Utumi, Yuzo      284—285
Uzkov      85
Uzkov theorem      5.1C
V-ring      3.9Bs 3.19A
Valente example      9.17
Valette      61—62 101
Valuation ring      3.15as 5.1A'f
Valuation, almost maximal      5.4C 5.4D
Valuation, discrete      9.29s
Valuation, Manis      9.10s
Vamos      55 80 111 119 121 133 159 231 233 240
Vamos ring      5.19s 5.21 9.1s
Vamos theorem      3.36F 3.58—3.61 5.9 5.15C—5.15D 5.17s 6.1 7.50 13.8
1 2 3 4 5 6 7 8
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