今天打算开始看Steven H. Strogatz的Nonlinear Dynamics And Chaos,怕自己坚持不下去,以及看过之后记忆理解不深刻,所以开一个翻译帖,看多少翻译多少,可能会加入一些自己的理解,凡事预则立不预则废,立一个小flag一天翻译一节吧。翻译后会加入链接。(2021.7.31) 今天发现Steven H. Strogatz的书在2017年就已经有了中文...
定价:USD 60.00 装帧:Paperback ISBN:9780738204536 豆瓣评分 9.5 73人评价 5星 82.2% 4星 17.8% 3星 0.0% 2星 0.0% 1星 0.0% 评价: 写笔记 写书评 加入购书单 分享到 推荐 内容简介· ··· An introductory text in nonlinear dynamics and chaos, emphasizing applications in several areas of science...
By providing a unified and complete explanation of new statistical methods that are useful for testing for chaos in data sets, Brock, Hsieh, and LeBaron show how the principles of chaos theory can be applied to such areas of economics and finance as the changing structure of stock returns ...
the straightforward access to a large part of the parameter space makes natural the exploitation of this device as a test bed for investigating uncommon complex nonlinear dynamics such as static and dynamic bifurcations, different routes to chaos and so on. The nonlinear system can easily increase ...
《Nonlinear Dynamics And Chaos》是2001年Westview Press出版社出版的图书，作者是Steven H. Strogatz 。内容简介 An introductory text in nonlinear dynamics and chaos, emphasizing applications in several areas of science, which include vibrations, biological rhythms, insect outbreaks, and genetic control ...
Nonlinear Dynamics and Chaos, 2nd edition - Thompson, Stewart - 2002 () Citation Context ... many of suchssystems can be found. Examples are: 1) one-sided springs in folded solar array systems for space applications [4], 2) thesperiodic slackening of a mooring rope in off-shore ...
课程名称汉英对照3 ... 34非线性动力学与混沌Nonlinear Dynamics and Chaos35 非线性光学 Nonlinear Optics ... www.360doc.com|基于21个网页 2. 非线性动力学和混沌 2001年出版的教科书《非线性动力学和混沌》(Nonlinear Dynamics and Chaos)成为该领域的入门必读书。其著作《同步》(Syn… ...
Nonlinear Dynamics and Chaos豆瓣评分:0.0 简介:Nonlinear dynamics and chaos involves the study of apparent random happenings within a system or process. The subject has wide applications within mathematics, engineering, physics and other physical
Ashwin P.Nonlinear dynamics: Synchronization from chaos.Nature. 2003ASHWIN P. Nonlinear dynamics:synchronization from chaos[J].Nature,2003,(6930):384-385.doi:10.1038/422384a.Ashwin P.Nonlinear dynamics:synchronization from chaos. Nature . 2003