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Pier J.-P. — Mathematical Analysis during the 20th Century
Pier J.-P. — Mathematical Analysis during the 20th Century



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Название: Mathematical Analysis during the 20th Century

Автор: Pier J.-P.

Аннотация:

Pier, president of the Luxembourg Mathematical Society, traces the evolution of mathematical analysis and explains the development of main trends and problems in the field in the 20th century. Chapters cover areas such as general topology, classical integration and measure theory, functional analysis, harmonic analysis and Lie groups, and topological and differential geometry. There is also material on topics related to analysis, such as probability theory and algebraic geometry. Each chapter features material on development during the period 1900-1950, and then describes representative achievements during the second half of the century. Quotations from outstanding mathematicians are included.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2001

Количество страниц: 438

Добавлена в каталог: 07.04.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Stokes      250 287
Stokes’ Theorem      296
Stone      19 43 98 146 147 157
Stone — Cech compactification      43
Stone — Weierstrass theorem      98
Stoney      147
Stone’s theorem      147
String theory      25
Stroemberg      174 221 222
Strong rigidity      191
Strong topology      92
Stronger topology      34
Strongly elliptic operator      242
Structural stability      247
Structure space      99
Study      181 188
Subharmonic function      218
Submersion      290
Subset of first category      31
Subset of second category      31
Sufficiently many continuous unitary representations      157
Sullivan      228 345
Summable function      49
Summing norm      121
Summit      40
Sunada      301
Sunrising lemma      51
Support of a function      37
Support of a measure      55
Suslin      205
Suslin space      44
Sweeping-out property      60
Symbol      243 266
Symmetric Riemann space      185
Symmetric structure      112
Symmetry constant      112
Synowiecz      102
Sz. Nagy      141
Szankowski      117
Szegoed      235
Szemeredi      340
Takens      328
Takesaki      95 120
Talagrand      15 113
Talleyrand      267
Tamarkin      160
Tangent vector      282 290
Tangent vector bundle      290
Tannaka      154
Tannery      31
Tarski      61 138
Tate      171 219
Tauber      158
Tauberian theorem      158
Taubes      309
Taylor, M.      247 251
Tchebychev      315 317
Teichmueller      212 216 297
Temam      250
Tempered distribution      103
Temple      11 236
Tensor calculus      282
Tensor product      192 285
Thangavelu      195
Theon      1
Thiele      176
Thom      247 248 268 303 305
Thomson      201
Thorin      86 110
Thullen      212
Tietze      34
Titchmarsh      349
Tits      189 194
Toda      277
Todorcevic      109
toeplitz      155 156
Topological algebra      39 107
Topological complex      263
Topological dual space      88 107
Topological group      38
Topological invariant      261 263
Topological manifold      297
Topological space      31 34
Topologically irreducible representation      116 154
Topos      46
Torsion group      265
Torsion tensor      298
Total index      235 261
Totalizable function      52
Totalization      52
Totally bounded      33
Totally disconnected subset      35
Totally regular space      42
Trace      97
Trace class      168
Trace form      180
Transcenental number      336
Transposed operator      90 92
Treves      104 244 245 246
Triangular conjecture      297
Triangulated      258
Triangulated space      258
Triangulation      258
Tricot      72
Trigonometric polynomial      151
Tsirelson      112
Turan      338 339 341
Tychonov      43 140
Type $\mathfrak{L}^p$      122
Tzafriri      111 112 114
Uhlenbeck      310
Ulam      40
Ultrametric      161
Ultrastrong topology      95
Ultraweak topology      123
Unfolding theorem      248
Unfolding theory      248
Uniform algebra      219
Uniform convergence      36
Uniform Frechet algebra      115
Uniform function algebra      114
Uniform topological space      43
Uniform topology      95
Uniformly continuous      35
Uniformly convex      91
Unimodular      142
Unipotent      192
Unipotent subgroup      192
Unitary group      138
Unitary operator      92 146
Unitary representation      145 153
Universal covering      284
Universal covering group      284
Universal covering space      257
Universal example      348
Unterbeiger      251
Upper limit      35
Upper semicontinuous      36
Urysohn      33 42 91
Urysohn’s lemma      42
Valette      349
Valiron      200
Valuation      161
van Dantzig      39
Van der Waerden      39 90 188 331
van Dijk      196
Van Helmont      249
van Kampen      141 151 155
Vanishing at infinity, function      65
Varadarajan      195 196
Variational Principle      127
Varopoulos      170
Veblen      8 289
Vector bundle      45 290
Vector field      291
Vector field along a curve      298
Verdier      345
Verhulst      238
Verley      223
Viete      2 223
Vietoris      34
Villamayor      347
Villat      273
Ville      324
Vitali      49 59 61
Vogan      196
Vogt      278
Voiculescu      125
Volterra      4 74 75 77 142 144 293 294
von Neumann      24 39 66 92 93 94 95 96 97 98 99 114 124 138 139 140 141 143 145 146 147 148 154 156 172 187 188
von Neumann algebra      97
von Neumann algebra of a group      124
von Neumann conjecture      172
Voss      26
Wainger      64
Waldschmidt      340
Wallace      173 278
Wallis      3
Wallman      43
Waring      207
Warner, G.      194
Warner, S.      172
Wassemiann      123
Wave function      149
Wavelet      175
Weak containment      167
Weak topology      91 92 95 107
Weak-* topology      91 100 107
Weaker topology      34
Weakly homotopically equivalent      268
Webb      301
Weber      333
wedge      218
Weierstrass      27 29 31
Weight      117 124
Weil      13 20 39 41 42 43 63 104 140 141 142 144 150 151 152 153 154 155 156 172 297 333 334 335 337 339 343
Weil formula      152
Weiss, B.      177
Weiss, G.      220 221 278
Weiss, S.      278
Well-posed problem      234
Werner      111
Weyl      23 50 138 139 140 143 148 150 151 179 181 182 183 184 185 186 188 189 190 208 210 241 274 281 284 297 301
Weyl group      183
Wheeden      216
Whiltacker      230
Whitehead, G.W.      277 278
Whitehead, J.H.C.      181 269 289
Whitney      247 283 288 289 291 303
Whitney sum      346
Whittacker equation      230
Whittacker functions      230
Whitten      310
Widman      216
Wiener      8 9 78 90 102 150 157 158 159 160 207 306 319
Wiener lemma      158
Wiener measure      306 319
Wiener problem      158
Wiener space      306 319
Wigner      147 148 149 153
Wik      171
Wiley      278
Witten      24 25 304
Wodzicki      348
Wolpert      301
Yang — Mills equations      23 309
Yoccoz      228 312
Yorke      249
Yosida      106
Young      54 56 86 132 133 134
Zaremba      210
Zariski      20 162 163 332 333 343
Zariski ring      162
Zeeman      248 308
Zermelo      40 45 140
Zieschang      278
Zimmer      192
Zippin      112 191
Zoba      122
Zygmund      110 129 135 137 161 251
1 2 3 4 5 6
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