Birknoff — Lattice Theory :: Электронная библиотека попечительского совета мехмата МГУ

Главная Ex Libris Книги Журналы Статьи Серии Каталог Wanted Загрузка ХудЛит Справка Поиск по индексам Поиск Форум

Авторизация

Поиск по указателям

Birknoff — Lattice Theory

Обсудите книгу на научном форуме

Нашли опечатку?
Выделите ее мышкой и нажмите Ctrl+Enter

Название: Lattice Theory

Автор: Birknoff

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1948

Количество страниц: 308

Добавлена в каталог: 21.04.2008

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

Предметный указатель

I. Gelfand      176
I. Halperin      127
I. Kaplansky      23 39 68 100 101 102 106 175 221
Ideal      21 34 78 124 140 159 200 222
Idempotent      18 154
Identity      85
Inaccessible number      46
incident      12
Incomparable      2
Incomparably smaller      225
Independent      74 1040
Infimum <inf>      16
Infinite dlstributivity      146 165 281
infinity      200
Initial interval      33
integral      202 205
Integrally closed      229
Interpolation property      52
interval      1 39
Interval topology      60
Intrinsic topology      39 59ff 80
Involution      4 122ff
Isomorphism      vii 3
Isotone      3 21 208
j-closed      145
J. A. Clarkson      252
J. Bowden      134
J. C. Maxwell      262
J. Certaine      200 201 202 203 204 206 207
J. Dieudonn      6 229 252 257
J. G. Mikusinki      228
J. Hadamard      265
J. K. Senior      98
J. L. Coolidge      260
J. L. Doob      260 263 267
J. L. Kelley      176
J. Lukasiewicz      197
J. M. H. Olmsted      7
J. M. Keynes      197
J. M. Wedderburn      94 111 115 164 213
J. O. C. McKinsey      18 147 157 179 180 195 196 210 212
J. Ridder      179 181
J. Riquet      7 1
J. Steiner      112
J. V. Uspensky      14 170
J. Venn      197 1
J. von Neumann      19 27 35 50 62 73 74 76 80 115 118 123 124 125 126 127 128 146 161 165 169 186 192 218 228 266
J. W. Alexander      13 45 173
J. W. Duthie      59
J. W. Olmsted      36
J. W. T, Youngs      57
J. W. Tukey      42 173
J. W. Young      70
J. Zilber      20
Johannson      195
Join      16
Join-homomorphism      21
Join-irreducible      20 139 142
Jordan — Dedekind      11 67
Jordan — Holder      87ff 205
Jordan’s decomposition      83 219
K. Chandrasekharan      196
K. Godel      42 45 161 189 194 195
K. Iwasawa      97 234
K. Menger      17 103 115 120 133
K. Reidemeister      227
K. Yawada      197
K. Yosida      257 267
Kurosh — Ore      93
Ky Fan      59 80 257
L-group      214ff
L-ideal      222 238
l-loop      221
L-semigroup      201ff 218
L. Alaoglu      57
L. Couturat      1 164
L. Epstein      108
L. Kantorovitch      54 59 62 80 219 222 229 231 238 242 243 249 258
L. Kronecker      94
L. Loewenheim      164
L. Loomis      167
L. Nachbin      62 161
L. Pontrjagin      62
L. R. Wilcox      80 100 102 105 106 109 113
L. S. Rieger      226
L. Tonelli      63
L. Weisner      14
L1—L4      18
L5      65
L6—L6’-L6’’      133ff
L7—L7R-L7’-L7R’      105 114
L8—L10      123 152
Lattice      16
Lattice polynomial      19
Lattice-homomorphism      21
Lattice-ordered      200ff 214ff
LEAST      7
Least upper bound      16
Lee Byrne      158
Length      11
Lexicographic      9 225
Limit number      33 41
Loop      85
Lower bound      16
M, G. Tarry      112
M, Souslin      46 47 48
M-closure      14 139
m-lattice      200ff
M. Chatelet      89 99
M. Cotlar      141 252
M. E. Shanks      173
M. F. Smiley      2 78 80 88 138 139 170 181
M. Frechet      5 63 259 267
M. Fukamiya      257
M. H. A. Newman      13 76 135 155 158
M. H. Heaslet      14 170
M. H. Stone      21 59 124 135 140 141 142 148 149 153 155 158 159 161 174 176 178 195 214 222 238 247 252
M. Kac      270
M. Kongo      5
M. Koutsky      62
M. Krasner      55 56 62
M. Krein      246 252 256
M. L. Dubreil      85 109
M. M. Day      4 7 8 9 25
M. P, Schutzenl^rger      70 118 139
M. Wyman      247
M. Zorn      42 85
Mahlo      39
Markoff Hypothesis      263
Markoff process      259ff
Marshall Hall      79 97 111 112 121 125
Matroid lattice      106
Maximal      7 160
Measure      181
Measure algebra      168 183
Median      187
Meet      16
Meet-homoraorphism      21
Meet-irreducible      93
Metric lattice      76ff 80 114 126 149
Metric space      x
Minimal      7
Minimax Inequality      19
Modal logic      196
Modular      65ff 114ff
Modular groups      97
Modular pair      100
Module      203
Moebius function      14
Moore — Smith Property, xi      53 217

Morgan Ward      14 50 74 146 162 170 200 201 204 206 207 236
Multiplicative lattice      200
Murray Mannos      237 240
N. Aronszajn      126
N. Cuesta      47
N. Dunford      159 266
N. Funayama      24 141 144
N. Jacobson      55 102 122 164
N. Matsuyama      173
N. Nakamura      50 252
N. Wiener      184 228 266
N1-N4      155
Negative part      219
Neighborhood      xi
Neutral      28 79 119 124
Newman algebra      157
Non-negative additive function      244
Normal congruence relation      85
Normal subspace      239 257
Nowhere dense      177
Null system      123 0 7
O. Frink      39 42 45 58 81
O. Haupt      104 113 127
O. Hdlder      88 226
O. Morgenstern      19
O. Nikodym      254
O. Schmidt      94
O. Schreier      62 72 89
O. Toeplitz      246
One-sided distributive law      19
One-sided modular law      19
Open interval      39
Order      1
Order of magnitude      228
Order topology      60 242
Order-dense      31
Order-preserving      3
Ordered field      227ff
Ordered group      224ff
Ordered ring      227ff
Ordinal      9 32
Ordinal polynomial      34
Ordinal power      9 25
Ordinal product      9 25
Ordinal sum      9 25
Ore      5 8 28 51 56 68 72 73 76 85 88 89 91 93 94 96 98 102 105 108 109 115 134 144 165 175 179
Ore’s theorem      94ff
Orthocomplemented      123 152 171
P. A. M. Dirac      192
P. Alexandroff      12 14 173 264
P. C. Rosenbloom      197
P. du Bois — Reymond      227
P. Dubreil      85 109 227
P. G. L. Dirichlet      65
P. Hall      14 15 99 113 205
P. J. Daniell      153 184
P. J. MacMahon      112
P. Jordan      228
P. Lorenzen      89 224 229
P. R. Halmos      169 197 266
P. Urysohn      62
P. Whitman      29 30 64 108 109
P1—P3      1
P4      10 31
Partly ordered group      214
Partly ordered set      1
Partly ordered vector space      238
Paul Smith      264
Permutable      85
Perspectivity      118ff
PG(R, n)      102 121
PG1—PG4      110 116ff
Point      7
Polarity      54ff 123 232
Polynomial      19
POSET      1
Positive element      214
Positive part      219
Positive variation      83
Power      8 9
Prime      72 205 235
Prime ideal      141 160 174
Principal ideal      22 223
probability      197
PRODUCT      7 9 200
Projective      72 119
Projective geometry      102 110 116ff
Properly include      1
Pseudo-complement      147ff 176 195 204
Quasi-group      85
Quasi-ordering      4
Quotient -symbol      87 31
R. Arens      47 48 173 176
R. B. Braithwaite      155
R. Baer      89 96 98 99 124 224 226
R. Braver      124
R. C. James      247
R. Church      146
R. Croisot      89
R. Dedekind      5 17 18 35 58 65 72 73 74 88 91 97 133 135 146 200 201 202 219
R. E. A. C. Paley      184
R. Grassmann      134 152
R. H. Bruck      85
R. J. Duffin      89 205
R. L. Moore      42
R. M. Thrall      70
R. P. Dilworth      12 26 29 38 78 93 100 102 104 105 116 121 140 141 143 200 201 202 206 207
R. Remak      91 92 93 94
R. S. Pate      89 205
R. S. Phillips      235 257
R. Vaidyanathaswami      155 173
R. Vasquez Garcia      37 47—48 0
R. von Mises      198
Rank      104
Recurrence theorem      270
Reflexive      1
Regular open set      176
Regular ring      128
Relations, algebra of      209ff
Relative uniform convergence      243
Relatively complemented      23 105
Relativization      2 179
Representations      20 50
Residual      201
Residuated lattice      201ff
Right-residual      201
Ring of subsets      14 139ff
Ringoid      203
rose      4 20 50
Rouse Ball      112
Ruth Moufang      111
S. A. Kiss      137 158
S. B. Bayer      181
S. B. Preuss      195
S. B. Rosser      197
S. Banach      5 186 238 240 246 267 268
S. Bochner      235 257 263
S. C. Kleene      169
S. Izumi      109
S. Kakutani      222 252 254 256 267 269
S. Lefschetz      12 13
S. MacLane      76 100 104 106 107 108
S. Mazurkiewicz      254
S. Pankajam      195
S. S. Batty      216
S. Saks      5 83
S. Ulam      178 186 216 221 227 229 231
S. W. Steen      228
Saul Gorn      12 103 125 127
Second isomorphism theorem      236

1 2 3

О проекте