Электронная библиотека Попечительского совета механико-математического факультета Московского государственного университета   Главная    Ex Libris    Книги    Журналы    Статьи    Серии    Каталог    Wanted    Загрузка    ХудЛит    Справка    Поиск по индексам    Поиск    Форум    Авторизация         Поиск по указателям Kechris A.S., Louveau A. — Descriptive Set Theory and the Structure of Sets of Uniqueness Обсудите книгу на научном форуме Нашли опечатку? Выделите ее мышкой и нажмите Ctrl+Enter Название: Descriptive Set Theory and the Structure of Sets of Uniqueness Авторы: Kechris A.S., Louveau A. Язык: Рубрика: Математика/ Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Год издания: 1987 Количество страниц: 387 Добавлена в каталог: 17.04.2008 Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID Предметный указатель -set      81 -set      227 -set      268 -set      118 set      211 -set      182 -set      271 -set      211 -rank      281 -set      118 -thin set      238 -set      211 -almost period      186 -set      24 -set      76 -set      24 -set      76 -ideal of closed sets      131 -ideal of sets      131 -Selection Theorem      149 -complete set      111 -hard set      127 -rank      140 Absolute continuity of measures      77 Absolutely convergent Fourier series      33 52 Algebraic integer      84 Almost comeager set of probability measures      297 Almost periodic (a.p.) pseudomeasure      185 Almost periodic at x pseudomeasure      188 Ambiguous class      106 107 Analytic (or or A) set      106 Annihilator      159 B-derivative      197 Baire space      112 Banach Theorems on w*-closure      153 154 156 Banach — Alaoglu theorem      151 Band of measures      310 Barycenter (of a measure)      169 310 Bary’s Theorem on countable unions of closed -sets      41 Basis of a -ideal      194 Basis Theorem for       274 Borel Basis Problem for U      221 Borel co-basis      265 Borel Determinacy Theorem of Martin      120 136 Borel hierarchy      109 Borel set      104 Boundary of a set      223 Boundedness Theorem for -ranks      148 Branch of a tree      112 Calibrated -ideal      207 Cantor (1/3-)set      38 Cantor Uniqueness Theorem      30 Cantor Uniqueness Theorem for countable closed sets      32 Cantor — Bendixson derivative      32 Cantor — Bendixson rank (classical)      201 Cantor — Bendixson rank associated to B      198 Cantor — Lebesgue Lemma      29 Capacity      293 314 Capacity, continuous      293 Carlet — Debs Theorem      44 Category Problem      48 Characterization Problem      48 Choquet Capacitability Theorem      315 Co-basis (Borel)      265 Coanalytic (or or CA) set      106 Comeager (= complement of first category)      294 Completeness method      110 Concatenation of sequences      111 Concentrates (measure on a set)      310 Contiguous intervals of a closed set (= components of its complement)      49 Convex closed envelope      311 Convex cone      284 Convolution of elements of       52 Convolution of measures      237 Davis’ Theorem      120 136 de la Vallee — Poussin Theorem      41 Debst — Saint Raymond Non-Basis Theorem for U      261 Debst — Saint Raymond Theorem on       289 290 Debst — Saint Raymond Theorem on , alternative proof of      290 Derivative, B-      197 Derivative, Cantor — Bendixson      32 Derivative, Schwarz second      26 Determined game      120 Dichotomy theorem      132 Dirac measure      186 Dirichlet set      338 Dirichlet theorem      338 Dual (class)      105 Empty sequence      111 Envelope, convex closed      311 Envelope, of a class of measures      313 Extension of finite sequences      112 Fejer kernel      238 Finite Borel class      105 Formal product      33 Fourier (— Stieltjes) coefficients of a measure      55 Fourier coefficients of a function      23 Fourier series      23 Fourier series, absolutely convergent      33 52 Function, Riemann      26 Function, smooth at x      31 Function, trapezoidal      57 Function, triangular      57 Game, determined      120 Game, Wadge      119 Goldstme’s Theorem      168 H-set      38 Hausdorff measure      294 Hausdorff metric (on K(E))      117 Hausdorff topology      117 Height of a sequence in a tree      141 Height of a tree      141 Helson constant      246 Helson set      243 Hereditary, class of measures      310 Hereditary, collection of sets      25 131 Herz transform      226 Herz’s Criterion      224 Herz’s Lemma      224 Homogeneous perfect set associated to (; ... )      89 Hurewicz Theorem on       119 Hurewicz Theorem on       137 Hurewicz Theorem on not sets      133 Hurewicz-type theorem      133 Ideal of closed sets      131 Ideal of functions in A      174 Ideal of sets      131 Independent set      331 Infimum of measures      317 Initial segment      112 Integer, algebraic      84 Interior problem      47 Interval in       38 Ivashevt — Musatov Theorem      294 Kaufman’s Theorem on approximating M-sets by -sets      239 Kaufman’s Theorem on Helson sets of multiplicity      250 Kholshchevnikova’s Theorem      45 Koerner’s Theorem      250 Komlos’ Theorem      325 Kronecker set      333 Kronecker’s theorem      331 Large in       322 Length of a sequence      111 Length of a well-founded relation      145 Localization principle for Fourier series      25 Localization principle of Riemann      37 Lusin Separation Theorem      109 Lyons’ Characterization of Rajchman measures      324 M-set      118 Malliavin’s theorem      258 Marcinkiewiczt — Zygmund Theorem      71 Mazur’s theorem      169 Meager (= of the first category)      297 Measure, complex Borel on T      54 Measure, concentrating on a set      310 Measure, positive      56 Menshov’s Theorem      103 Meyer set      328 Milicer — Gruzewska Lemma      77 Minimax lemma      317 Mokobodzki’s theorem      313 Multiplicity set      24 n-translate of a pseudomeasure      185 nbhd ( = open neighborhood)      59 Novikov separation theorem      149 Null set of a measure      267 Order of a subspace      156 Overspill method      149 Parallelepiped in       81 Partial sums of a trigonometric series      21 22 Partition of unity      60 Piatetskit — Shapiro Criterion      82 Piatetskit — Shapiro Decomposition Theorem      213 215 Piatetskit — Shapiro description of U-sets      69 174 Piatetskit — Shapiro rank on       211 Piatetskit — Shapiro rank on U      174 Piatetskit — Shapiro Theorem on -sets      82 Piatetskit — Shapiro Theorem that       258 Pisot number      84 Polish space      104 Privileged Suslin scheme      314 Problem of harmonic synthesis      222 Projective hierarchy      109 Projective set      107 Pseudofunction      54 Pseudomeasure      53 Pseudomeasure satisfying synthesis      302 R-rank      172 Rajchman measure      76 Rajchman multiplication theory      33 Rank      140 Rank, Cantort — Bendixson associated to B      198 Rank, method      110 148 Rank, Piatetskit — Shapiro on       211 Rank, Piatetskit — Shapiro on U      174 Rational relative to       39 Reduced nucleus of a trigonometric series      302 Reduction (of a set via a function to another set)      115 Regular matrix      28 Representation theorem for sets      113 Respects inclusion, function      141 Riemann function      26 Riemann localization principle      37 Riemannt — Lebesgue Lemma      30 Riemann’s First Lemma      27 Riemann’s Second Lemma      31 Salemt — Zygmund Theorem      90 Satisfying synthesis, pseudomeasure      302 Schwarz second derivative      26 Schwarz’s lemma      29 Sequentially w*-dense      157 Set "in "      293 Set of bounded synthesis      348 Set of extended uniqueness      76 Set of interior uniqueness      47 Set of local extended uniqueness      269 Set of local uniqueness      227 Set of multiplicity      24 Set of pure multiplicity      227 Set of pure restricted multiplicity      269 Set of resolution      329 Set of restricted multiplicty      76 Set of synthesis      223 Set of umquness of rank 1      182 Set of uniqueness      24 Set without true pseudomeasure      329 Shrinking method      231 Smooth at x function      31 Solovay Theorem on       175 Solovay, Kaufman Theorem      123 127 Strategy      120 Strongly calibrated -ideal      238 Strongly convex set of measures      310 Subprobability      309 Summability method      28 Support of a function      62 Support of a measure      67 Support of a pseudomeasure      66 Supported (pseudomeasure by a closed set)      68 Suslin scheme, privileged      314 Suslin’s Theorem      108 Symmetric perfect set of constant ratio of dissection       88 Symmetric perfect set with dissection ratios       87 Toeplitz conditions      28 Total variation of a measure      54 Trapezoidal function      57 TREE      112 Tree-rank      164 Triangular function      57 Trigonometric polynomial      53 Trigonometric series      21 Trigonometric series, real      21 True set      110 U-set      118 U-set of rank 1      182 U-thin set      238 Ultra-thin symmetric sets      103 Uniformly distributed sequence      295 Union Problem      46 Uniqueness set      24 Uniqueness Theorem for Fourier series      54 Universally measurable set      77 Vanishes (a pseudomeasure on an open set)      62 W*-set      295 W-set      322 Wadge game      119 Wadge-type game      135 Weak topology      151 weak*-convergence in PM      68 weak*-sequential closure      153 weak*-topology in general      151 weak*-topology on A      81 weak*-topology on PM      68 Well founded relation      145 Well founded tree      112 Weyl set      322 Weyl’s Criterion for uniform distribution      296 Wiener’s Theorems on A      59 Winning strategy      120 Without true pseudomeasure, set      329 Young's Theorem      45 Реклама        © Электронная библиотека попечительского совета мехмата МГУ, 2004-2024 | | О проекте