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Titlebook: A Course on Rough Paths; With an Introduction Peter K. Friz,Martin Hairer Textbook 20141st edition Springer International Publishing Switze

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發(fā)表于 2025-3-21 16:03:55 | 只看該作者 |倒序瀏覽 |閱讀模式
期刊全稱A Course on Rough Paths
期刊簡稱With an Introduction
影響因子2023Peter K. Friz,Martin Hairer
視頻videohttp://file.papertrans.cn/141/140529/140529.mp4
發(fā)行地址Provides a self-contained and easily accessible introduction to rough path analysis with many exercises.Focuses on the simplest setting applicable to analysis of stochastic differential equations.Incl
學科分類Universitext
圖書封面Titlebook: A Course on Rough Paths; With an Introduction Peter K. Friz,Martin Hairer Textbook 20141st edition Springer International Publishing Switze
影響因子.Lyons’ rough path analysis has provided new insights in the analysis of stochastic differential equations and stochastic partial differential equations, such as the KPZ equation. This textbook presents the first thorough and easily accessible introduction to rough path analysis..When applied to stochastic systems, rough path analysis provides a means to construct a pathwise solution theory which, in many respects, behaves much like the theory of deterministic differential equations and provides a clean break between analytical and probabilistic arguments. It provides a toolbox allowing to recover many classical results without using specific probabilistic properties such as predictability or the martingale property. The study of stochastic PDEs has recently led to a significant extension – the theory of regularity structures – and the last parts of this book are devoted to a gentle introduction..Most of this course is written as an essentially self-contained textbook, with an emphasis on ideas and short arguments, rather than pushing for the strongest possible statements. A typical reader will have been exposed to upper undergraduate analysis courses and has some interest in stoch
Pindex Textbook 20141st edition
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M. Henkel,M. Pleimling,R. SanctuaryA deterministic Doob-Meyer type decomposition is established. It is closely related to question to what extent .′ is determined from ., given that (., .′)?∈?.. The crucial property is true roughness of ., a deterministic property that guarantees that . varies in all directions, all the time.
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On Age Structures and MortalityWe investigate when multidimensional stochastic processes can be viewed – in a “canonical” fashion – as random rough paths. Gaussianity only enters through equivalence of moments. A simple criterion is given which applies in particular to fractional Brownian motion with suitable Hurst parameter.
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