|
|
 |
| Авторизация |
|
|
|
| Поиск по указателям |
|
|
|
|
|
|
|
 |
|
|
|
| Jategaonkar A.V. — Localization in Noetherian Rings |
|
|
|
| Предметный указатель |
Prime ideals, equivalent 135
Prime ideals, incomparable 105 156
Prime radical 62 69
Prime radical of an ideal 69
Prime ring xi
Prime rings, equivalent 124ff.
Prime spectrum xi
Principal ideal ring 21 50
Property AR 8ff.
Pseudo — Dedekind ring 289 296
Quasi-local ring 72
Quotient module 8
Quotient ring 2 33
Quotient ring, Artinian 33 211ff.
Quotient ring, total 33
Quotient ring, universal property of 5
Quotient skew field 7
Radical, Artin 131
Radical, Jacobson 72
Radical, nil 62 212ff.
Radical, prime 62 69
Reflexive ideal 210
Regular element 3
Regular set 3
Reversible set 3 6
Right ideal, annihilator 6
Right ideal, bounded 29 3
Right ideal, fractional 2 76
Right ideal, semi-maximal 29 3
Ring xi
Ring, AR 84 140ff. 225
Ring, AR separated 224
Ring, Artin quotient 33 211ff.
Ring, Artin radical of 131
Ring, centrally separated 225 263ff.
Ring, classical Krull dimension of 230 238
Ring, classical localization of 78 188
Ring, classical semi-local 78
Ring, classically fully semi-primary 244
Ring, Dedekind 2 89
Ring, density condition for 176 183
Ring, extension of 16
Ring, FBN 162 171 199 2 36ff. 268ff.
Ring, finite dimensional 36 37
| Ring, finite extension of 16
Ring, fully classical 205 245
Ring, fully semi-primary 241ff. 247
Ring, generalized matrix 17 61 122 212 249
Ring, Goldie 37
Ring, graph of 136
Ring, heart of 133
Ring, hereditary 144
Ring, HNP 2 75ff.
Ring, intersection condition for 190 191 194 200
Ring, irreducible 242
Ring, Jacobson radical of 72
Ring, Krull dimension of 234ff. 269ff.
Ring, local 72
Ring, locally finite 171
Ring, normally separated 225
Ring, partially localizable 217 229
Ring, torsion 10 39 59 67
S-primary module 105
sparse 160 198
Stable 136 144ff. 190—193
Strong second layer condition for 220 226 251
Symbolic powers 216
Tame module 115 151 251ff.
Torsion (sub)module 10 39 59 67
Torsion class 9ff.
Torsion class defined by 11 39 67
Torsionfree module 10 39 59 6 7
Torsionfree top 165
Total quotient ring 33
Totally unfaithful module 223
Totally unfaithful module, bounded 167 199
Totally unfaithful module, uniform dimension 42 96
Trivial extension 19
Trivial link 135 141 2 06 2 4 4
Uniform module 42 104
Uniserial module 2 82
Universal property of quotient, ring 5
Unmixed semi-prime ideal 207
Unpleasant injective 2 84 2 87
Weakly essential subdirect sum 102 105
Weakly sparse 197ff.
Weakly sparse of bounded uniform dimension 167 199
Wild module 115 151 251ff.
|
|
|
| Реклама |
|
|
|
|
|
О проекте