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Kalton N., Saab E. — Interaction Between Functional Analysis, Harmonic Analysis, and Probability (Lecture Notes in Pure and Applied Mathematics)
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Название: Interaction Between Functional Analysis, Harmonic Analysis, and Probability (Lecture Notes in Pure and Applied Mathematics)Авторы: Kalton N., Saab E. Аннотация: Based on a conference on the interaction between functional analysis, harmonic analysis and probability theory, this work offers discussions of each distinct field, and integrates points common to each. It examines developments in Fourier analysis, interpolation theory, Banach space theory, probability, probability in Banach spaces, and more.
Язык: Рубрика: Математика /Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Год издания: 1995Количество страниц: 496Добавлена в каталог: 08.01.2014Операции: Положить на полку |
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Property, Schur 387 391 Property, semi-Radon — Nikodym * 200 Property, transmission 422 Pseudo-attractivity 249 Pseudodifferential operator 257 q concave 174 Quantitization, anti-Wick 262 Quantitization, Berezin 262 Quantitization, Weyl 261 quantum mechanics 255 Quasi-metric 188 Quasibasis 239 Quasilinear 145 Quasinilpotnence 1 7 Rademacher cotype 171 Rademacher type 171 Radial function 150 Radial limits 92 Radical, Jacobson 181 Radius, Chebyshev 392 Radon measure 302 351 Radon — Nikodym *, analytic property 200 Ramsey property 267 Randomly stopped sum 213 Rapid points 153 156 Real method 148 Rearrangement invariant 13 Rearrangement invariant, space 359 Rearrangement, decreasing 229 Recurrence 365 Regular 8 230 250 Reiteration 146 Representation 69 Representation, Fourier — Schauder 153 Reproducing formula, Calderon type 190 Riemannian symmetric space 20 Riesz — Thorin theorem 125 Ring, semifmite 376 Scalarization 301 Schauder basis 2 239 Schauder function 154 Schlumprecht space 136 Schoenberg's problem 275 Schur property 387 391 Semi-Radon — Nikodym* property 200 Semifinite ring 376 Semigroup 249 Semigroup, Feller 423 Separating ideal 181 Separation preserving 43 Sequence, unconditional basic 136 Sequencially compact, conditionally 200 Series, lacunary 365 Set, Cantor's ternery 166 Sheet, Brownian 153 Siegel domain 20 28 332 Silov* boundary 332 Singular integral operator 42 Singular number 29 Solution, generalized 304 Solution, infinitesimal 304 Space, Besov 187 Space, cyclic Banach 303 Space, Fock 262 Space, Hardy 201 331 Space, harmonic 85 Space, Hoelder 430 Space, hyperstonean 387 Space, Lorentz 41 111 Space, Orlicz 307 391 Space, Orlicz — Lorentz 230 Space, phase 259 Space, rearrangement invariant 359 Space, Riemannian symmetric 20 Space, Schlumprecht 136 Space, symmetric sequence 441 Space, Triebel — Lizorkin 187 Space, UMD 97 Space, weak 315 Spectral norm 29 Spherical function 22 28 Square 316 Stable measure 275 Stable vector 275 Stone's theorem 101 Stopping time 213 Strictly monotone 234 Strong type multipliers 41 Subdifferential, infinitesimal 304 Subpositive 77 Subspace, block 136 Super-reflexive 135 Support topology 353 Surely, almost 219 Symbol, weyl 257 Symmetric domain 20 Symmetric hermitian domain 21 Symmetric sequence space 441 Symmetrically non-negative operator 98 Symmetrization, Gaussian 291 System, Haar 153 240 System, harmonic 88 System, orthonormal 240 Szegoe projection 332 Theorem, Carlson — Hunt 307 Theorem, de Leeuw 41 Theorem, Ehrhard's 291 Theorem, maximal ergodic 42 Theorem, Riesz — Thorin 125 Theorem, Stone's 101 Toeplitz operator 331 Topology, epi 351 Topology, Jacobson 262 Topology, support 353 Topology, weak 387 Total measure 24 Transference 43 69 Transform, Cayley 20 28 Transformation, measure preserving 230 Transience 365 Transmission property 422 Transversal 423 Triebel — Lizorkin space 187 Type q operator 97 Type, Fourier 168 Type, homogeneous 188 Type, Rademacher 171 UMD space 97 Unconditional basic sequence 136 Uniformly, concave 112 Uniformly, Kadec-Klee 112 Uniformly, monotone 234 Uniformly, normal structure 231 Upper p estimate 175 316 Vector, stable 275 Ventcel' boundary condition 423 von Neumann algebra 405 455 Waldenfels operator 422 Wavelet 411 Weak 315 Weak compactness 114 199 Weak normal structure 113 Weak topology 387 Weak type multipliers 41 Weakly uniformly Kadec-Klee 113 Weight function 229 Weyl chamber 22 Weyl group 22 Weyl, quantitization 261 Weyl, symbol 257 Young's function 229 Zero set 87 94
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