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 Hino Y., Murakami S., Naito T. — Functional Differential Equations with Infinite Delay Обсудите книгу на научном форуме Нашли опечатку? Выделите ее мышкой и нажмите Ctrl+Enter Название: Functional Differential Equations with Infinite Delay Авторы: Hino Y., Murakami S., Naito T. Язык: Рубрика: Математика/ Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Год издания: 1991 Количество страниц: 317 Добавлена в каталог: 15.08.2008 Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID Предметный указатель       218       8       215 218       215       5       71       71       8 218       264       254       124 135       261       8       109       257       257       257       219       204 see       158       157       1       146       124 ,       130 -measure      125       140       163       127 135 182 195       41       138 196       68       85       92 118 159       118 159       115       7       117       15       4       4       4 -bounded      203 -bounded solution      255       133       219       256       221       134       256       215       261 -translation      218       4       4 Adjoint      111 Adjoint equation      102 111 212 Adjoint theory      156 Admissible      5 8 Almost periodic in t uniformly for       8 235 238 254 Almost periodic solution      254 257 258 261 273 274 AP      254 AS      192 Asymptotically almost periodic function      256 258 261 Basis vector      148 Borel prolongation of a Radon measure      88 92 Bounded measure      68 Bounded solution      203 Bounded variation      59 Browder's theorem      124 142 284 bv      164 Caratheodory condition      36 Caratheodory type mapping      92 Characteristic exponent of T (t, s)      178 Characteristic matrix      138 195 Characteristic multipliers of T (t, s)      178 Compact open topology      215 Compactly      4 219 256 Complex measure      68 Continuous dependence      43 Continuous in Lebesgue      85 Converge compactly      4 219 256 Darboux — Stieltjes integral      54 Diminishing function      229 239 Equation in the hull      219 Equicontinuous      215 Essential spectral radius      124 Essential spectrum      124 Ev XAS      227 Ev XS      226 Existence and uniqueness      35 Fading memory      7 32 189 191 194 198 244 Favard's theorem      273 Finite delay      1 Floquet type theorem      184 Fubini theorem      74 Functional differential equation of retarded type      1 Fundamental axioms      4 Fundamental decomposition      6 Fundamental matrix      102 104 197 Globally attracting      251 H (f)      218 254 H (u, f)      220 history      1 Hull      218 254 IAS      227 Indicator function      93 Infinite delay      1 Infinitesimal generator      130 150 Inherited property      222 224 238 Integrable in the weak-star topology      116 Integrodifferential equation      244 263 Invariance principle      241 IS      227 Jordan decomposition      59 70 Kato's example      225 Kneser's property      51 Kuratowskii's measure of noncompactness      124 Lebesgue continuous      85 Lebesgue Stieltjes measure      71 Lebesgue — Stieltjes integral      71 Levinger's theorem      142 288 Limiting equation      8 219 242 Linear almost periodic system      270 273 Linear autonomous system      130 195 Linear periodic system      177 182 203 211 273 Linear system      99 Linear Volterra equation      274 Locally finite measure      68 Locally of bounded variation      90 m (P)      36 53 MAs      227 Maximal solution      43 Measurable in the weak-star topology      116 Measure of noncompactness      124 Measure, bounded      68 Measure, complex      68 Measure, Dirac      68 Measure, Lebesgue — Stieltjes      71 Measure, locally finite      68 Measure, positive      68 Measure, Radon      85 92 Measure, real      68 Measure, regular Borel      68 Measure, regular complex Borel      68 mesh      36 53 Minimal hull      235 Minimal solution      271 ms      227 n-species system      244 Noncontinuable solution      43 Normal eigenvalue      124 Normal point      124 141 Normalized function      90 93 Nussbaum's theorem      125 Partition      36 53 Period map      177 Periodic equation or system      123 182 203 238 254 258 Periodic family      177 182 Periodic solution      211 254 259 273 275 Perturbed system      226 238 Phase space      1 Point spectrum      123 Polar representation      68 88 Positive measure      68 Positive orbit      198 255 Present state      5 Quotient phase space      7 118 122 162 Quotient space      7 115 Radon measure      85 93 Real measure      68 Reflexive      156 Reflexive, -reflexive (sun-reflexive)      163 Regular Borel measure      23 68 Regular Borel prolongation of a Radon measure      89 Regular complex Borel measure      68 Regular function of bounded variation      60 Regular system      219 222 233 238 Resolvent      131 Resolvent set      123 Riemann — Stieltjes integral      54 Riesz representation theorem (Theorem 3.3.4)      90 92 S (t)      6 Second dual space      118 Semigroup      6 Separation condition      263 268 Separation constant      264 Solution, operator      109 182 Solution, semigroup      7 123 130 Space,       2 Space,       15 23 151 155 191 Space,       9 Space,       9 Space,       2 10 21 150 Space,       2 10 150 190 195 Space,       11 190 201 Space,       14 163 190 Space,       10 150 191 Space,       163 Space,       7 118 Space,       19 Space,       4 Space,       110 Space,       210 Space,       8 125 188 Space, BC      2 9 187 251 Space, BL      175 Space, BU      9 175 254 Spectrum      123 Stability      192 215 Stability, asymptotic      192 Stability, asymptotic under X-perturbation      227 252 Stability, eventually asymptotic under X-perturbation      227 Stability, eventually under X-perturbation      226 Stability, exponential asymptotic      198 Stability, integral      227 Stability, integral asymptotic      227 238 Stability, M-      227 Stability, M-asymptotic      227 238 Stability, total      227 Stability, total asymptotic      227 238 Stability, under disturbances from       261 Stability, under X-perturbation      227 251 Stability, under X-perturbation w.r.t. BC      251 Stability, uniform      192 274 Stability, uniform asymptotic      192 Stability, uniform asymptotic in       222 Stability, uniform asymptotic in H (F)      222 235 238 Stability, uniform asymptotic in the large with respect to       257 Stability, uniform asymptotic with respect to       257 Stability, uniform in H (F) ()      222 Stability, uniform with respect to       257 Stability, weakly uniform asymptotic      192 Stability, weakly uniform asymptotic in       193 Stability, weakly uniform asymptotic in       222 Stability, weakly uniform asymptotic in H (F)      222 235 Static continuation      6 Stieltjes integral      53 Strongly continuous semigroup      6 supp       5 T (f)      8 218 T (t)      59 123 130 t-section      1 t-segment of x      1 TAS      227 Total variation      59 Total variation of a complex measure      68 88 TS      227 Type number      131 UAs      192 UAS in H (F)      222 Uniform fading memory space      189 194 235 Uniformly attracting in       233 Uniformly equicontlnuous      198 200 215 Unique for initial value problem with respect to       266 Unique in       233 Unsymmetric Fubini theorem      74 us      192 Variation of constants formula      99 105 106 Variation of constants formula in the second dual space      119 Volterra equation      2 51 274 w*-integrable on J      116 w*-measurable on J      116 w*-topology      156 Weak* Laplace transform      133 WUAS      192 WUAS in H (F) ()      222 X*      115 X**      118 XAS      227 XAS w.r.t. BC      252 xs      227 XS w.r.t. BC      251 Реклама        © Электронная библиотека попечительского совета мехмата МГУ, 2004-2024 | | О проекте