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 Taylor M.E. — Partial Differential Equations. Qualitative studies of linear equations (vol. 2) Обсудите книгу на научном форуме Нашли опечатку? Выделите ее мышкой и нажмите Ctrl+Enter Название: Partial Differential Equations. Qualitative studies of linear equations (vol. 2) Автор: Taylor M.E. Язык: Рубрика: Математика/Анализ/Дифференциальные уравнения/ Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Количество страниц: 528 Добавлена в каталог: 06.11.2004 Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID Предметный указатель genus      272 -complex      396 -Neumann problem      397 Abelian differential      285 Adjoint      9 Almost complex structure      278 440 Almost complex structure, integrable      441 449 Anticommutation relation      243 Asymptotic expansion      10 55 Atiyah — Singer index formula      264 Atiyah — Singer index theorem      419 Bergman kernel function      417 Bergman metric      420 Bergman projection      416 Bessel equation      204 Bessel function      127 Bianchi's identity      464 466 467 470 507 510 Blumenthal's 01 law      330 Boundary problem regular      42 Brownian motion      304 356 Brownian scaling      309 Calderon — Vaillancourt theorem      18 Cameron — Martin — Girsanov formula      379 Capacitary potential      336 Capacity      231 335 336 Capacity, inner      345 Capacity, outer      345 Casimir operator      121 Chapman — Kolmogorov equation      375 Characteristic      26 Characteristic class      272 509 516 521 Chern character      272 513 Chern class      273 280 284 512 522 Chern — Gauss — Bonnet formula      273 Chern — Gauss — Bonnet theorem      521 Chern — Weil construction      509 Clifford algebra      243 248 Clifford connection      246 Clifford module      244 Clifford multiplication      246 Codazzi's equation      481 Commutator      12 Complex manifold      441 Conditional expectation      322 Cone      126 conformal      264 Conic set      27 Connecting, coefficients      461 Connecting, metric      462 Connection      461 503 Connection, 1-form      462 504 Coulomb force      114 Covariant derivative      461 505 Curvature      260 462 469 505 Curvature, 2-form      462 505 Curvature, principal      490 Curvature, scalar      261 Deformation tensor      263 deRham complex      391 Derivation      464 Diffraction      133 Diffusion      371 Dirac operator      257 278 Dirac operator, twisted      257 264 Dirac-type operator      243 Dirichlet boundary condition      83 90 Dirichlet problem      38 314 402 Distribution, tempered      77 Divergence theorem      247 Divisor      286 Domain of holomorphy      414 Dominated Convergence Theorem      334 Duhamel's principle      384 Duplication formula      130 Egorov's theorem      24 Eigenvalue      88 340 Einstein tensor      471 Elliptic      14 Elliptic complex      392 Elliptic regularization      409 Elliptic, strongly      15 Energy, conservation      166 Energy, local decay      167 Euler characteristic      273 284 492 514 515 Euler's formula      496 Exterior derivative      244 391 Feynman — Kac formula      310 349 Filtration      252 Finite propagation speed      84 96 171 182 First exit time      318 331 First hitting time      336 Flux      154 Fokker — Pianck equation      376 Fourier inversion formula      2 Fourier transform      77 157 171 Fredholm      190 264 Friedrichs method      81 83 Frobenius's theorem      463 Fundamental solution      95 132 Fundamental theorem of surface theory      488 Gamma function      130 Gauss curvature      264 472 482 490 Gauss map      477 490 514 Gauss — Bonnet formula      276 284 296 Gauss — Bonnet theorem      492 Gauss — Codazzi equation      481 Gaussian integral      54 68 Gegenbauer polynomial      99 Generalized      514 Genus      284 Green function      150 Green's formula      36 319 Gronwall inequality      369 Gronwall's inequality      22 GSrding's inequality      20 435 Half-estimate      402 Hankel function      148 204 Hankel transform      127 harmonic oscillator      106 272 313 Harmonic polynomial      98 Heat equation      88 95 265 303 Heisenberg group      4 439 Hermite polynomial      107 Hermite semigroup      108 hessian      466 Hodge decomposition      412 Hodge laplacian      244 Hodge star operator      245 Hurwitz' formula      292 Huygens principle      96 172 179 184 Hydrogen atom      114 Hyperbolic space      103 Hyperbolic, strictly      23 Hyperbolic, symmetrizable      22 Hyperbolic,symmetric      21 Hypergeometric equation confluent      117 Hypergeometric function      118 131 141 Hypergeometric function, confluent      123 Hypoelliptic      380 431 Ill-posed      217 INDEX      190 264 514 Index formula      264 Index formula, local      267 Index of a vector field      498 Inverse problem      211 217 Inverse problem, uniqueness      213 Ito's formula      355 357 360 373 Kaehler manifold      449 Killing field      263 477 Kohn Laplacian      434 Kolmogorov diffusion equation, backward      377 Kolmogorov's diffusion equation      374 Kolmogorov's inequality      321 Langevin equation      356 371 Laplace operator      88 155 432 Layer potential      33 184 Legendre function      132 Legendre polynomial      99 101 210 Lenz vector      119 Levi form      401 423 432 442 449 Levi — Civita connection      246 468 Lidskii's theorem      235 Lie algebra      108 Limiting absorption principle      149 Line bundle, holomorphic      282 Lippman — Schwinger equation      155 Markov property      323 Markov property, strong      327 332 344 Martingale      324 361 Maximal inequality      325 Maximum principle      39 91 153 Maximum principle, strong      87 Mean value property      333 Mehler — Dirichlet formula      100 Mehler's formula      109 272 313 380 Mellin transform      123 140 Microlocal      28 Money's inequality      399 442 Monotone Convergence Theorem      314 Morse lemma      520 Negligible      348 Neumann boundary condition      83 92 Neumann operator      37 50 163 192 205 215 398 430 453 Neumann problem      39 Newlander — Nirenberg theorem      447 Nijenhuis tensor      449 Optical theorem      162 200 Oscillatory integral      5 Palatini identity      478 Parallel transport      461 Parametrix      14 49 56 63 88 Pfaffian      274 516 Picard iteration      365 Plurisubharmonic      401 Poisson bracket      13 63 Poisson integral      38 94 319 403 Pontrjagin class      272 513 Principal bundle      502 Principal symbol      3 30 259 Pseudodifferential operator      2 190 431 Pseudolocal      5 Quadratic differential      291 quantum mechanics      114 Radiation condition      147 Radon inversion formula      178 Radon transform      178 184 Reciprocity relation      164 Regular boundary point      334 Regular boundary point, Wiener criterion      344 Regularity      14 Regularity, microlocal      28 Rellich formula      42 Representation      121 Ricci tensor      67 260 276 470 Riemann surface      281 Riemann tensor      67 469 Riemann — Lebesgue lemma      168 Riemann's inequality      287 Riemarm — Roch formula      284 296 Rodrigues formula      101 Scalar curvature      67 471 Scattering      47 Scattering amplitude      152 161 190 208 211 348 Scattering character      183 197 Scattering cross section      164 Scattering operator      161 175 190 208 Scattering phase      201 Scattering pole      188 197 Schrodinger operator      86 Schwartz kernel      5 Second fundamental form      451 479 Sectional curvature      484 Self-adjoint      75 155 Self-adjoint, essentially      84 Semigroup      372 Semigroup, Lax — Phillips      181 Signature      246 276 Sobolev space      17 Spectral measure      80 Spectral representation      79 171 Spectral theorem      75 155 Spherical function      100 Spin manifold      256 Spin structure      256 Spin-c structure      277 Spinor      253 256 Stationary phase method      199 Stochastic differential equation      356 364 Stochastic integral      349 350 358 Stochastic integral, equation      365 371 Stone — Weierstrass theorem      90 159 304 315 330 Stone's theorem      80 Stopping time      326 332 Strongly pseudoconvex      401 Subelliptic estimate      406 409 Subordination identity      313 Supermartingale      360 Supertrace      267 Surgery      517 Symbol      2 453 Symmetric space, Hermitian      449 Tauberian theorem      89 101 203 Theorema egregium      477 481 Toeplitz operator      417 Trace      55 Trace class      19 Trace formula      197 Translation representation      177 Transport equation      25 46 51 Triangulation      495 514 Trotter product formula      310 349 381 Uncertainty principle      123 Uniformization theorem      290 Unitary group      84 Unitary operator      76 157 166 Unitary trick      79 Vectorbundle      461 502 Wave equation      95 132 165 Wave front set      27 Wave operators      172 Wave operators, completeness of      174 Wave operators, Schroedinger      176 Weingarten formula      480 Weingarten map      432 453 480 490 Weitzenbock formula      259 270 Weyl calculus      60 110 292 White noise      356 Whittaker's equation      117 Wiener measure      304 305 wronskian      125 209 Zaremba's principle      39 Zeta function      113 Реклама        © Электронная библиотека попечительского совета мехмата МГУ, 2004-2024 | | О проекте