无处不在的分形

Hacker News 上怎么说

• medo-bear · 2022 年

  Michael Barnsley 的《Fractals Everywhere》是我发现的关于这个主题最好的入门书之一 https://www.amazon.com/Fractals-Everywhere-Michael-F-Barnsle...

  Michael Barnsley's Fractals Everywhere is one of the best intro books i found on the subject https://www.amazon.com/Fractals-Everywhere-Michael-F-Barnsle...

• philipswood · 2023 年

  Michael F. Barnsley 的《Fractals Everywhere》。我很喜欢它的开篇：>分形几何会让你用全新的视角看待一切。继续读下去是有危险的。你可能会失去童年时看云朵的视角，……

  Fractals Everywhere, Michael F. Barnsley. I love the way it starts: >Fractal geometry will make you see everything differently. There is a danger in reading further. You risk the loss of your childhood vision of clouds,…

• fractallyte · 2014 年

  ……Lisp 并不局限于任何单一范式……但你写的另一句话让我想起了 Michael Barnsley 的名作《Fractals Everywhere》引言里一句相当有意思的话——居然是出自这本书！：“在确定性几何中，结构的定义、传达和分析都是借助仿射变换、缩放、旋转以及全等等初等变换来完成的。而分形……

  …Lisp is not limited to any single paradigm... But something else you wrote brought to mind this rather interesting statement from - of all places! - the introduction to Michael Barnsley's famous book, 'Fractals Everywhere': 'In deterministic geometry, structures are defined, communicated, and analysed, with the aid of elementary transformations such as affine transformations, scalings, rotations, and congruences. A fractal…

• ghotli · 2010 年

  Michael Barnsley 写的《Fractals Everywhere》。它是一本数学教材，但非常平易近人。虽然严谨性上还有提升空间，但我发现它几乎不需要什么辅助材料。我已经读完了度量空间部分，……

  Fractals Everywhere by Michael Barnsley. It's a mathematics textbook, but very approachable. It could stand to be more rigorous but I'm finding it needs very little supplementary material. I've made it through metric spaces,…

• ralferoo · 2021 年

  ……在 90 年代初。后来，我了解到它是如何泛化到 IFS（迭代函数系统）的，这让我大开眼界，看到了更多有趣的例子。我觉得 Barnsley 的《Fractals Everywhere》书里甚至整整有一章专门讲这个特定的算法。

  …in the early 90s. Later, I learned how it can be generalised to IFS and opened my eyes to much more interesting examples. I think there's even an entire chapter on this specific algorithm in Barnsley's Fractals Everywhere book.

• xigency · 2015 年

  太酷了。让我想起了 IFS 分形，还有我读过的一本讨论过它们的书《Fractals Everywhere》。

  Very cool. Reminds me of IFS fractals and a book I read, "Fractals Everywhere," which discussed them.

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