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A classification of replicators and lambda-calculus models of biological organization.

机译:生物组织的复制子和lambda演算模型的分类。

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摘要

W. Fontana & L.W. Buss (Proc. Natn. Acad. Sci. U.S.A. 91, 757 (1994) and Bull. math. Biol. 56, 1 (1994) have put forward a scheme for a theory of biological organization based on the lambda-calculus. Their key innovation was to represent, with the aid of this calculus, a certain minimal chemistry. Although this idea is very promising, their concrete formulation could be improved if suggestions for the following items were incorporated: (i) a better coding of chemical reactions; (ii) a reinterpretation of the evolutionary behaviour of autocatalytic chemical networks; (iii) a better appreciation of morphological and genetic factors; (iv) a more complete embedding of the theory into the background of relevant earlier contributions. Confusion can be stopped by the application of a proper classification of replicators (important categories being: processive and modular, limited and unlimited hereditary replicators). Suggestions to facilitate improvement are made explicit in this paper. The most challenging task would be to model the transition from processive, limited hereditary replicators to modular replicators with limited and unlimited heredity.
机译:丰塔纳(W. Fontana)和L.W. Buss(Proc。Natn。Acad。Sci。USA 91,757(1994)和Bull。math。Biol。56,1(1994)提出了一种基于lambda微积分的生物组织理论的方案。通过这种演算,创新可以代表某种最低限度的化学反应,尽管这个想法很有前途,但如果结合以下各项的建议,则可以改进其具体配方:(i)更好地编码化学反应;( ii)重新解释自催化化学网络的演化行为;(iii)更好地理解形态和遗传因素;(iv)将理论更完整地嵌入相关早期贡献的背景中,可以通过应用消除混乱正确的复制者分类(重要的类别是:过程性和模块化,有限和无限的世袭复制者),本文提出了促进改进的建议。问题是要模拟从渐进的,有限的遗传复制器到具有有限和无限遗传的模块化复制器的过渡。

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