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 Some Asymptotic Properties of Stochastic Flows. Isotropic Brownian Flows and beyond
Наименование:

Some Asymptotic Properties of Stochastic Flows. Isotropic Brownian Flows and beyond

автор Holger v.R. издательство Книга по Требованию Информационные технологии в экономике
Cтраниц 224        мягкая обложка       
Аннотация:The present work treats several asymptotic properties of stochastic flows in Euclidean space, whose distributions are frequently assumed to be invariant under rotations of the state space. Despite the fact that the study of some of these flows goes back to the 1950's new models are introduced. The first main chapter treats the asymptotic behavior of the shape of the set of points in the plane that has been visited up to some time by a stochastic flow. It is shown in the case of a planar isotropic Brownian flow that this shape is deterministic in probability. The second main result is the extension of the so-called Margulis-Ruelle Inequality to the case of an isotropic Ornstein-Uhlenbeck flow, which is a start to make Pesin theory suitable for the case of a non-compact state space. The last two main chapters are devoted to the asymptotic expansion of the spatial derivative of a stochastic flow taking the supremum over a compact set of initial points in space. It is shown that this expansion is at most exponentially fast in time and a deterministic bound on the expansion speed is obtained.
Автор: Holger v.R.
Издательство: Книга по Требованию
Год:2010
Цена:
3986 руб
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Поиск: Some Asymptotic Properties of Stochastic Flows. Isotropic Brownian Flows and beyond
НОВЫЙ ГОД СИМВОЛ 2013 ГОДАУКРАШЕНИЯ
КАРНАВАЛ НА НОВЫЙ ГОД РАСПРОДАЖА
Ортомолекулярная медицина Orthomol Устрание причин заболеваний. Ортомоль это новый метод для лечения и профилактики болезней. Orthomol - ортомолекулярная медицина.
Традиции народной баллады в творчестве английских романтиков (Кольридж, Вордсворт,...

Богатство звука передается метафорой-глаголом overflow ( в другом случае – flow) и гиперболическим утверждением, что конца песни не было, а также тем, что случайный слушатель стоял («mo io less a d s ill») и слушал музыку, и музыка звучала в нем, когда он ее уже не слышал. Богатство мелодии также выражается частым повторением слов «si g» и «so g» (четвертая строфа: sa g – so g – si gi g), такими сонорными согласными, как , m, особенно в сочетаниях, типа – g, , d (в первых четырех строках второй строфы различные сочетания с встречаются 11 раз в 18 словах, или, в первой строфе 18 раз в 33 словах). Из 32 строк поэмы только в 6 строках сочетания с согласным звуком используются менее двух раз, из этих шести строк – три основываются на аллитерации согласного звука m , что также создает музыкальный эффект («Or is i some more umble lay,/ Familiar ma er of o-day» и « he music i my ear I bore»). Различия между мелодией соловья и кукушки тоже определяется музыкально, звук превалирует в описании соловья, а звук r – в описании кукушки. Сходные синтаксические параллели между строками, заканчивающими обе половины второй строфы («Amo g Arabia sa ds», «Amo g he far hes hebrides») подчеркнуты повторение согласных m – g – r – b – d – s.
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