Chaos Made Clear

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Chaos Made Clear

机译：混乱清晰

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It has been called the third great revolution of 20th-century physics, after relativity and quantum theory. But how can something called chaos theory help you understand an orderly world? What practical things might it be good for? What, in fact, is chaos theory?The 24 thought-provoking lectures of Chaos take you to the heart of chaos theory as it is understood today. Taught by Cornell University Professor Steven Strogatz, this course introduces you to a fascinating discipline that has more to do with your everyday life than you may realize.

机译：它被称为相对论和量子论之后的20世纪物理学的第三次伟大革命。但是，所谓的“混沌理论”如何帮助您理解有序的世界？可能有什么实际用途呢？实际上，什么是混沌理论？混沌的24个发人深省的讲座带您进入当今所理解的混沌理论的核心。该课程由康奈尔大学教授史蒂文·斯特罗加兹（Steven Strogatz）教授，为您介绍了一门有趣的学科，与您的日常生活息息相关。

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《Discover》 |2011年第4期|p.47|共1页
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1. Quantum Computation, Decoherence, Einselection, Quantum Chaos And Random Matrix Theory, Chaos, Quantum Recurrences, Many-Body Quantum Chaos, Signatures Of Chaos In Ballistic Transport And Other Topics Of Interest And Corporation: Gesamtkunstwerk But Tempu [J] . K.N.P. Kumar, B.S . Kiranagi, C.J. Prabhakara, Advances in Physics Theories and Applications . 2013,第1期

机译：量子计算，消退，einselection，量子混乱和随机矩阵理论，混乱，量子复制，多体量子混乱，弹道运输中的混沌签名和兴趣和公司的其他主题：gesamtkunstwerk但tempu
2. Devaney chaos, Li–Yorke chaos, and multi-dimensional Li–Yorke chaos for topological dynamics [J] . Xiongping Dai, Xinjia Tang Journal of Differential Equations . 2017,第9期

机译：Devaney Chaos，Li-Yorke混乱，以及用于拓扑动态的多维Li-Yorke混乱
3. Coexistence of Chaos with Hyperchaos, Period-3 Doubling Bifurcation, and Transient Chaos in the Hyperchaotic Oscillator with Gyrators [J] . Kengne J. International journal of bifurcation and chaos in applied sciences and engineering . 2015,第4期

机译：超混沌振荡器与陀螺仪中混沌与超混沌的共存，周期3加倍分支和瞬态混沌
4. Relationship between logistic chaos and randomness using a matrix of probabilities and its application to the classification of time series: The line from chaos point to the reversed type of chaos is perpendicular to that from randomness's point to its reversed type [C] . Arita Seizaburo International Conference on Soft Computing and Intelligent Systems;International Symposium on Advanced Intelligent Systems . 2014

机译：使用概率矩阵的逻辑混沌与随机性之间的关系及其在时间序列分类中的应用：从混沌点到反转类型的线与从随机点到反转类型的线垂直
5. Chaosmology: The Concept of Chaos and Cosmos in the Writings of Gilles Deleuze and Jacques Lacan [D] . Barr, Michael Brennan. 2019

机译：Chaosmology：Gilles Deleuze和Jacques Lacan作品中混沌和宇宙的概念
6. Non periodic oscillations bistability coexistence of chaos and hyperchaos in the simplest resistorless Op-Amp based Colpitts oscillator [O] . R. Zebaze Nanfaa, R. Tchitnga, P.H. Louodop Fotso, 2020

机译：最简单的基于无电阻运算放大器的Colpitts振荡器中的非周期性振荡双稳态混沌和超混沌共存
7. Turing instability leads oscillatory systems to spatiotemporal chaos(2) Equilibrium and nonequilibrium statistical mechanics in systems showing chaos and quantum chaos, Chaos and Nonlinear Dynamics in Quantum-Mechanical and Macroscopic Systems) [O] . Tanaka Dan 2005

机译：图灵不稳定性导致振动系统陷入时空混沌（2）表现出混沌和量子混沌的系统中的平衡和非平衡统计力学，量子力学和宏观系统中的混沌和非线性动力学）

Chaos Made Clear

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