Anderson G.A., Granas A. — Fixed Point Theory :: Электронная библиотека попечительского совета мехмата МГУ

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Anderson G.A., Granas A. — Fixed Point Theory

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Название: Fixed Point Theory

Авторы: Anderson G.A., Granas A.

Аннотация:

This monograph gives a carefully worked-out account of the most basic principles and applications of the theory of fixed points. Until now, a treatment of many of the discussed topics has been unavailable in book form. The presentation is self-contained and is accessible to a broad spectrum of readers. The main text is complemented by numerous exercises, detailed comments, and a comprehensive bibliography.

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2003

Количество страниц: 116

Добавлена в каталог: 03.12.2008

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Предметный указатель

Subdifferential      36
Subdivision      100
Subgroup      608
Subgroup of graded group      612
Sublinear functional      70 602
Subnet      593
Subpolyhedron      198 475
Subpolytope      476
Subtriad      497
Successive approximations      23
Successor      614
Sufficiently many linear functionals      42
Sullivan, D.      457
Superreflexive space      78
Support functional      36
Support of map      597
Support of simplicial decomposition      197
Support of singular chain      372
Support of singular simplex      372
Support point      36
Supporting drops theorem      29
Supremum      25
Surjective map      140 589
Surjective set-valued map      37 598
Suspension      218 293
Sweeping      132
Switzer, R.      409 528
Symbol of differential operator      581
Symmetric set      136
Symmetric triangulation      88
Szulkin, A.      248 523 575
Takahashi, W.      33 35
Tangent vector      36
Tarski - Kantorovitch theorem      26
Tarski, A.      34
Tensor product      611
Thread      616
Tian, G.      581
Tietze Urysohn theorem      592
Tikhomirov, V.M.      36 192
Tits, J.      50 81
Topological entropy      490
Topological invariance of simplicial homology      392
Topological KKM-principle      97 190
Topological space      590
Topological transversality      4 135
Topological transversality for coincidences      136
Topological transversality theorem      122
Topologically complete space      594
topology      221 590
Topology, generated by family      592
Torsion product      612
Toru $\acute{n}$ czyk, H.      192 597
Totally bounded space      595
Totally ordered set      590
Trace      223 225
Traynor      187
Triad      495
Triangulated space      214 476
Triangulation      87 214 476
Triple      406
Trivial solution      273 338 339
Troallic, J. - P.      196
Tromba, A.      368
Trudinger, N.S.      82 365
Tu, L.W.      362
Tube lemma      281
Tucker, A.      104 222
Tumarkin, L.      222
Turner, R.E.L.      364
Two-point boundary value problem      156
Tychonoff cube      4
Tychonoff product      592
Tychonoff theorem      147 593 597
Tychonoff, A.      108 109 141 191 222 601
Type number      407
Ulam, S.      83 104 108 439
Ulrich, H.      573
Unicoherent simplicial complex      220
Uniformly convex norm      64
Uniformly convex space      76
Uniformly elliptic operator      346
union      598
Unit -ball      87
Unit -sphere      87
Universal coefficients theorem      395
Universal family      402

Universal map      102 108
Universal transformation      614
Upper bound      25 590
Upper demicontinuous set-valued map      190
Upper semicontinuous function      27 591
Upper semicontinuous set-valued map      166 542 599
Ural'tseva, N.N.      365
Urbanik, K.      193
Urysohn integral operator      113
Urysohn lemma      592
Urysohn theorem      597
V-small simplex      382
Value of set-valued map      37 598
van de Vel      191
Van Kampen, E.      222
Van Mill, J.      304
Vanishing mean oscillation      583
Variational inequalities      66
Vector field      103 241 246
Vector space      599
Verchenko, L.      111
Vergne      582
Vertex      198
Vertex scheme      203 477
Vertical boundary      256 318
Vertical map      587
Vick, J.W.      409
Vietoris cohomology group      412
Vietoris complex      411
Vietoris fraction      547
Vietoris homology      459
Vietoris homology group      412
Vietoris map      534
Vietoris mapping theorem      535
Vietoris, L.      222 459 548
Vignoli, A.      138 272 573
VMO      583
Volkmann, P.      35 138 188
Volterra integral equation      55
von Haeseler, F.      549
Von Neumann - Sion minimax principle      143
von Neumann theorem      40
von Neumann, J.      49 191 196
Wallman, H.      100 107
Walras excess demand theorem, generalized      179
Weak topology      592 603
Weak-star topology      605
Weaker topology      590
Weakly almost periodic function      196
Weakly nilpotent endomorphism      414
wedge      322 600
Weierstrass - Stone theorem      21
Weil, A.      221
Weiss, S.      275
Weissinger, J.      18
Well ordered set      590
Well posed problem      347
Whitehead      221 302
Whitehead - Barratt lemma      610
Whitehead, G.W.      409 528
Whitney, H.      222
Whyburn, G.T.      335
Wiener map      586
Wiener measure      586
Wiener space, abstract      586
Willem      248
Wu, J.      573
Wylie, S.      412
Yamabe, H.      106
Yang, C.T.      106 247 248
Yeadon, F.J.      196
Yujob $\hat{o}$ , Z.      106
Zabre $\breve{i}$ ko, P.P.      245 275 367 452 460
Zakai      586
Zarankiewicz, K.      222
Zarantonello, E.M.      82
Zaremba, S.      364
Zeeman, E.C.      221
Zehnder, E.      575 579 580
Zeidler, E.      35 275 364
Zem $\acute{a}$ nek, J.      21
Zermelo theorem      590
Zermelo, E.      23
Zero homotopy class      522
Zsid $\acute{o,}$ L.      196
Zvyagin, V.G.      368
Zyli $\acute{n}$ ski, E.      23

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