我最喜欢的，到目前为止，是 Andrew Ilachinski 的《Cellular Automata: A Discrete Universe》（2001 年）。它深入 juicy 的细节，只有少量含糊其辞。你大概能在当地的数学/物理系图书馆找到它，……
My favorite one is, by far, "Cellular Automata: A Discrete Universe" by Andrew Ilachinski (2001). It goes deep into the juicy details and has only a limited amount of hand waving. You can probably find it in the local math/physics department library,…
我推荐阅读 Andrew Ilachinski 的《Cellular Automata, A Discrete Universe》，正如我上面原帖中提到的：https://www.worldscientific.com/worldscibooks/10.1142/4702#t... 这是一本了不起的书，即使它现在已经有点年头了。……
I would recommend reading Andrew Ilachinski's, "Cellular Automata, A Discrete Universe" as mentioned in my original submission post above: https://www.worldscientific.com/worldscibooks/10.1142/4702#t... It's an amazing book even if it is a couple of decades old now.…
……我啃完了 Oscar Toledo 的《Programming Boot Sector Games》。我以前用 6502 机器语言和汇编编程。如果你喜欢 Life，你应该看看 Andrew Ilachinski 的书《Cellular Automata: A Discrete Universe》。
…worked my way through Oscar Toledo's book, "Programming Boot Sector Games". I used to program in 6502 machine language and assembler. If you like Life, you should check out Andrew Ilachinski's book, "Cellular Automata: A Discrete Universe".
……它们进行的绕圈行走，六边形形状是一种涌现属性。六边形形状也恰好是“密堆积”方法之一，HCP，即六方密堆积。我正在重读 Andrew Ilachinski 于 2001 年出版的《Cellular Automata: A Discrete Universe》。我正读到关于可能定义一种新物理学的章节，“信息物理学”，确切地说是第 12.4 节。稍微转述一下，“原初……”这个术语……
…circle-walking they carry out with the hexagaonal shape being an emergent property. The hexagonal shape also happens to be one of the 'Close Packing' methods, HCP, or Hexagonal Close Packing. I am re-reading Cellular Automata: A Discrete Universe by Andrew Ilachinski published in 2001. I am on the chapter about possibly defining a new physics, "Information Physics", section 12.4 to be exact. Paraphrasing a bit, the term 'primordial…
我最喜欢的，到目前为止，是 Andrew Ilachinski 的《Cellular Automata: A Discrete Universe》（2001 年）。它深入 juicy 的细节，只有少量含糊其辞。你大概能在当地的数学/物理系图书馆找到它，……
My favorite one is, by far, "Cellular Automata: A Discrete Universe" by Andrew Ilachinski (2001). It goes deep into the juicy details and has only a limited amount of hand waving. You can probably find it in the local math/physics department library,…
我推荐 Gary William Flake 的《The Computational Beauty Of Nature》，然后是 Andrew Ilachinski 的《Cellular Automata》。
I suggest The Computational Beauty Of Nature by Gary William Flake, and then Cellular Automata by Andrew Ilachinski.
Andrew Ilachinski 的书《Cellular Automata: A Discrete Universe》现象级、视野广阔，涵盖了很多内容。如果你对 CA 感兴趣，强烈推荐。
Andrew Ilachinski's book, "Cellular Automata: A Discrete Universe" is phenomenol and broad and covers a lot. Highly recommended if you are into CA.
我推荐阅读 Andrew Ilachinski 的《Cellular Automata, A Discrete Universe》，正如我上面原帖中提到的：https://www.worldscientific.com/worldscibooks/10.1142/4702#t... 这是一本了不起的书，即使它现在已经有点年头了。……
I would recommend reading Andrew Ilachinski's, "Cellular Automata, A Discrete Universe" as mentioned in my original submission post above: https://www.worldscientific.com/worldscibooks/10.1142/4702#t... It's an amazing book even if it is a couple of decades old now.…
……我啃完了 Oscar Toledo 的《Programming Boot Sector Games》。我以前用 6502 机器语言和汇编编程。如果你喜欢 Life，你应该看看 Andrew Ilachinski 的书《Cellular Automata: A Discrete Universe》。
…worked my way through Oscar Toledo's book, "Programming Boot Sector Games". I used to program in 6502 machine language and assembler. If you like Life, you should check out Andrew Ilachinski's book, "Cellular Automata: A Discrete Universe".
……它们进行的绕圈行走，六边形形状是一种涌现属性。六边形形状也恰好是“密堆积”方法之一，HCP，即六方密堆积。我正在重读 Andrew Ilachinski 于 2001 年出版的《Cellular Automata: A Discrete Universe》。我正读到关于可能定义一种新物理学的章节，“信息物理学”，确切地说是第 12.4 节。稍微转述一下，“原初……”这个术语……
…circle-walking they carry out with the hexagaonal shape being an emergent property. The hexagonal shape also happens to be one of the 'Close Packing' methods, HCP, or Hexagonal Close Packing. I am re-reading Cellular Automata: A Discrete Universe by Andrew Ilachinski published in 2001. I am on the chapter about possibly defining a new physics, "Information Physics", section 12.4 to be exact. Paraphrasing a bit, the term 'primordial…