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Response to comments on 'Genetic Programming and Emergence'

机译:对有关“遗传程序设计和出现”的评论的回应

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摘要

At the outset, I would like to thank all colleagues who took the time to read my opinion piece "Genetic Programming and Emergence", thought about it, and finally wrote their comments. I am very happy about these comments, as they provide clear evidence that my contribution has been well received by the community. I shall next take up these comments in alphabetic order of their authors, briefly summarize the gist of their argument and provide for each one what I hope is a useful response. Lee Altenberg emphasizes that emergent phenomena in Genetic Programming are produced in a formal system. To bolster this argument, he uses the mathematical structures of a matrix and a vector as an even simpler example of an interacting structure, whose formal manipulation leads to emergent phenomena in the mathematical world examined by "Linear Algebra". As examples he mentions eigenvalues, spectral radii, etc. Thus, he argues, that an entire field of Mathematics occupies itself with emergent phenomena in a formal system, and he rightly is convinced that other areas of Mathematics do the same.
机译:首先,我要感谢所有花时间阅读我的观点文章“ Genetic Programming and Emergence”(基因编程和出现)的思想,思考并最终写出他们的评论的同事。我对这些评论感到非常高兴,因为它们提供了明确的证据,表明我的贡献受到了社区的好评。接下来,我将按作者的字母顺序处理这些评论,简要概述他们的论点,并为每个观点提供我希望是有用的回应。 Lee Altenberg强调说,遗传编程中出现的现象是在正式系统中产生的。为了支持这一论点,他将矩阵和向量的数学结构用作相互作用结构的更简单示例,其相互作用的形式导致“线性代数”研究的数学世界出现新现象。作为示例,他提到了特征值,谱半径等。因此,他认为,整个数学领域都在形式系统中占据着新兴现象,并且他正确地相信其他数学领域也是如此。

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