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Kuratowski K. — Topology. Volume II

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Название: Topology. Volume II

Автор: Kuratowski K.

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1968

Количество страниц: 622

Добавлена в каталог: 21.03.2013

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Предметный указатель

Soltan, P.      125
Space -dimensionally connected between two subsets      166
Space connected between two sets      142
Space contractible in itself      374
Space contractible in itself at a point      375
Space contractible with respect to $\mathcal{T}$ (c.r. $\mathcal{T}$ )      434
Space contractible with respect to a space      370
Space integrally connected in dimension       345
Space irreducible between two points      190
Space l.c. (locally connected) at a point      227
Space locally compact at a point      41
Space locally connected in dimension       346
Space locally contractible in itself      375
Space regular in the sense of order theory      275
Space, $LC^{n}$       346 358
Space, $\mathfrak{E}(\mathcal{Y}^{\mathcal{X}})$       380
Space, at most -dimensionally connected      164
Space, biconnected      135
Space, compact topological      1
Space, component of      139
Space, connected      127
Space, connected between two sets      142
Space, countably compact      1
Space, decomposition of      64
Space, discoherent      162
Space, dispersed      151
Space, dyadic      36
Space, extremally disconnected      154
Space, hereditarily disconnected      151 154
Space, hereditarily discontinuous      189
Space, indecomposable      204
Space, Janiszewski      505
Space, l.a.c. (locally arcwise connected)      252
Space, locally compact      41
Space, locally connected      230
Space, monostratic      199
Space, nowhere connected      151
Space, nowhere disconnected      151
Space, of type $\lambda$       197
Space, one-dimensional      152
Space, regular Lindel $\ddot{o}$ f      77
Space, scattered      104
Space, totally disconnected      151 154
Space, unicoherent      162
Spaces, quasi-homeomorphic      30
Spanier, E.      480 484
Sperner, E.      475
Steenrod, N. E.      18 307 481 492 496
Steinhaus, II.      436 478
Stone, A. H.      22 77 134 553
Stone, M. H.      19 32 43 154
Straszewicz, S.      179 551—553
Strictly monotone family of sets      156
Subgroup      385
Subset linearly independent mod       394
Suzuki, Y.      97
Swingle, P. M.      135
Szyma $\acute{n}$ ski, P.      172
Theorem about the $\theta$ -curve      511
Theorem about the characterization of the group $\mathfrak{B}_{o}(F)$       550
Theorem about three continua      554
Theorem of additivity of $\mu_{G}f$       573
Theorem of Alexandrov      65 306
Theorem of Ayres      296
Theorem of Baire      71
Theorem of Borsuk      470 556
Theorem of Borsuk — Mazur      186
Theorem of Borsuk — Ulam      32 371 477
Theorem of characterization of homotopy      573
Theorem of compactification      290
Theorem of continuity of $\mu_{G}f$       573
Theorem of Corson      22
Theorem of decomposition      133 287 302 558
Theorem of decomposition, generalized      134
Theorem of Denjoy — Riesz      539
Theorem of duality      357 550 577
Theorem of Eilenberg      111 426 544 563
Theorem of Eilenberg, generalized      545
Theorem of Gehman      183 519
Theorem of Hahn — Mazurkiewicz — Sierpi $\acute{n}$ ski      256
Theorem of Hanner      345
Theorem of Heine      24
Theorem of Hilgers      152
Theorem of homeomorphism of $\mu_{G}f$       573
Theorem of Hurewicz      51 97 114 124 125
Theorem of imbedding      345
Theorem of invariance      542 550 558
Theorem of invariance and of duality      566
Theorem of invariance of $\mu_{G}f$       573
Theorem of Janiszewski      172 218
Theorem of Janiszewski, first      507
Theorem of Janiszewski, second      506
Theorem of Jordan      510
Theorem of Jordan, converse      518
Theorem of Knaster      204
Theorem of Knaster — Urbanik      25

Theorem of Lennes      161
Theorem of Mazurkiewicz      152 212 244 306 466
Theorem of Mazurkiewicz — Moore — Menger      254
Theorem of Mazurkiewicz — Sierpi $\acute{n}$ ski      103
Theorem of Menger      113 277
Theorem of Moore      177 180 247 257 533
Theorem of norm of $\mu_{G}f$       573
Theorem of Sch $\ddot{o}$ nfiies      515 518
Theorem of Sierpi $\acute{n}$ ski      152 172
Theorem of Stone      34
Theorem of Straszewicz      551 552
Theorem of the union      558
Theorem of Tychonov      17
Theorem of Urysohn      176 214 472
Theorem of Weierstrass      23
Theorem of Whyburn      177 239 289 540
Theorem of Zarankiewicz      160 304
Theorem on antipodes      477
Theorem on compactification      119
Theorem on the characterization of homotopy      575
Theorem, generalized Baire      9
Theorem, generalized Rouch $\acute{e}$       576
Theorem, imbedding of Menger and N $\ddot{o}$ beling      116 117
Theorem, one-point compactification, of Alexandrov      43
Thomas, Jr., E. S.      130 200
Thron, W. J.      viii
Tietze, H.      339
Topological group      386
Topological invariants      473
Topology of $2^{\mathcal{X}}$       45
Topology of uniform convergence (u.c. topology)      89
Topology, exponential      45
Topology, natural      75—76
Topology, pointwise      96
Topology, quotient      64 150
Topology, u.c      89
Torhorst, M.      512
Totally disconnected space      151 154
Triangular Sierpi $\acute{n}$ ski curve      276
Triode      300
Tukey, J. W.      17
Tumarkin, L.      165
Tutte, W. T.      306
Tychonov plank      45
Tychonov, A.      17 21
u.c. topology      89
Ulam, S.      30 32 110 371
Unicoherent space      162
Uniformly $LC^{n}$ space      359
Union of members of family S ( $\mathbf{A}$ )      52
Universal Sierpi $\acute{n}$ ski curve      275
Upper (lower) semi-continuous decomposition      64
Upper semi-continuous (u.s.c.) mapping      57
Urbanik, K.      25
Urysohn, P.      1 3 105 129 176 214 245 250 269 270 274 281 472
Urysohn’s flattening coefficient      105
v. Dantzig, D.      204
v. Heemert      204
v. Kampen, E. R.      527
v. Ker $\acute{e}$ kj $\acute{a}$ rt $\acute{o}$ , B.      512 541
Value of order of a mapping      97
Vedenisov, N. B.      182
Wa $\dot{z}$ ewski, T.      300
Wada      204
Wagner, K.      306
Wainstein, I.      97
Wallace, A. D.      14 131 307 324 332
Wallman, H.      19 115 477 483
Watson, P. D.      47
Weierstrass, K.      23
Weight      144
White, P. A.      359
Whitehead, G. W.      361
Whitehead, J. H. C.      345
Whitney, H.      306 527
Whyburn, G. T.      viii 131 134 156 177 183 239 248 256 267 268 270 277 284 289 298 307 312 317 319 323 328 359 498 512 518 540
Wilder, R. L.      136 233 241 273 374 441 513
Wilson, W. A.      61 192 200
Wojdys ${\l}$ awski, M.      32 340
Wong, E. Y. T.      535
Yainstein, I. A.      45
Yajima, T.      345
Yamabe, H.      478
Yang, C. T.      477 478
Yietoris, L.      1 45 131 172 200 204 415 442
Yoneyama, K.      196 204
Young, G. S.      183
Young, W. H.      130
Youngs, J. W. T.      307
Yujobo, Z.      478
Zarankiewicz, C. (K.)      160 245 269 304 478
Zawadowski, W.      32
Zippin, L.      533
Zoretti, L.      170 190
Zygmund, A.      571
Zykov, A. A.      306

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