分形、混沌与幂律
Fractals, chaos, power laws
M. R. Schroeder · 初版 1991 年
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展现了关于物理现实本质的新数学洞见的非凡维度；探讨了这些对称性概念在物理学、化学、音乐和视觉艺术中的强力应用。内容涵盖确定性混沌与奇异吸引子、迭代映射、非线性动力学、Cayley trees、cellular automata、随机分形及相关课题。
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Fractals, chaos, power laws
M. R. Schroeder · 初版 1991 年
展现了关于物理现实本质的新数学洞见的非凡维度；探讨了这些对称性概念在物理学、化学、音乐和视觉艺术中的强力应用。内容涵盖确定性混沌与奇异吸引子、迭代映射、非线性动力学、Cayley trees、cellular automata、随机分形及相关课题。
正在加载完整评论……
顺便提一句，文中随口提到的那本书，Schroeder 写的《Fractals, Chaos, and Power Laws: Minutes from an Infinite Paradise》（http://www.amazon.com/Fractals-Chaos-Power-Laws-Infinite/dp/...）真的很棒，它是以短篇集合成章节的形式写的，探讨了非常广泛的现象，从布朗运动到自相似性，……
BTW, the book that was briefly mentioned in the article, Fractals, Chaos, and Power Laws: Minutes from an Infinite Paradise by Schroeder (http://www.amazon.com/Fractals-Chaos-Power-Laws-Infinite/dp/...) is truly excellent, it is written in the form of short pieces collected into chapters investigating a very wide-ranging set of phenomena, ranging from Brownian Motion to self-similarity,…
我挺喜欢这本书里的处理方式 https://www.amazon.com/Fractals-Chaos-Power-Laws-Infinite/dp...
I like the treatment in this book https://www.amazon.com/Fractals-Chaos-Power-Laws-Infinite/dp...
Schroeder 在《Fractals, Chaos, Power Laws》中指出，有些概率分布符合林迪效应（Lindy effect），并建议将它们用于项目规划。（“一项工程任务未完成的时间拖得越久，它可能还会拖得……
Schroeder, Fractals, Chaos, Power Laws, points out there are probability distributions which follow the Lindy effect, and suggests they be used for project planning. ("the longer an engineering task remains unfinished, the longer it will probably…
Manfred Schroeder 的《Fractals, chaos, power laws》（1991）里提到过一种类似的统计分布（莱维分布？还是别的什么？），让我深深联想到了软件开发。基本上就是：某件事被观察到未完成的时间越长，距离它……
Manfred Schroeder's "Fractals, chaos, power laws" (1991) had a similar statistical distribution (Levy? or something else?) which reminded me very much of software. Basically, the longer something has been observed to remain uncompleted, the further…
……广告版本看起来跟你那个没彩排的片段有点不太一样：“你受够了吗？”https://www.youtube.com/watch?v=DQBc2dmUiHs [7] https://www.youtube.com/watch?v=RShAxvg5MJE [8] 想知道为什么，去看 Schroeder 的《Fractals, chaos, power laws : minutes from an infinite paradise》（1999）。
…advert version looks a bit different to your unscripted clip: "are you getting enough?" https://www.youtube.com/watch?v=DQBc2dmUiHs [7] https://www.youtube.com/watch?v=RShAxvg5MJE [8] see Schroeder, Fractals, chaos, power laws : minutes from an infinite paradise (1999) for why.