生命系统异速缩放定律

P. Bricage
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引用次数: 0

摘要

生命系统的时空结构和功能与尺度无关的定性特征(规范不变性)和定量规律(幂律)有关。这是因为通过合并为“互惠互利共享优势和劣势协会”(ARMSADA)的系统出现了新的蓝图。地方行动者越来越多地相互融入他们新的全球整体。然后,他们越来越独立于之前出现的当地情况。与之相反(系统结构定律),全球整体越来越多地整合了局部参与者。生命系统中行动者之间的关系是使用异速律描述的,例如,根据3/4指数幂律(克莱伯定律),许多物种的代谢率应该与其质量成比例。但是,根据规范不变性范式,用2/3幂律提出了对生命系统不变标度的另一种解释。无论其组织水平如何,一个活的系统,通过嵌入和并置以前的系统而出现的“系统中的系统”,在4个维度上有效地发挥作用(VA:成人系统体积,tg:产生的时间,获得繁殖能力所需的持续时间)。将规范不变性范式视为一个“事实”系统,从普朗克的量子到整个宇宙,对系统内部(内表观)和外部(生态表观)相互作用数据库的荟萃分析可以量化45×18的异速关系。这允许证明一个“语法”:1。不变独立过程(指数为€=0的幂律);2.同时限制相互作用调节过程(€=+1);3:F反馈(€=-1);4.行动者之间的竞争(欧元=1/2);5.最佳交换流程(€=2/3)。布朗运动是支配所有函数的基本过程。从Monera到生态系统水平,调节过程的增加使内表位从生态表位依赖中获得了越来越多的自主权。从物质和能量流动的角度来看,生命系统优化了其界面上的输入和输出交换。调节过程的多样性更大,发生在内生理表流量。无论组织级别如何,生活系统都会通过调整其内表位(宿主)的“被宿主能力”来优化其生存,以适应其生态表位(寄主)的“宿主能力”的变化。
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Living systems allometric scaling laws
The spatial and temporal structuring and functioning of living systems are associated with scaling independent qualitative characteristics (gauge invariance) and quantitative laws (power laws). This is allowed by the emergence of new blueprints through the systems merging into ‘Associations for the Reciprocal and Mutual Sharing of Advantages and Dis-Advantages’ (ARMSADA). The local actors become more and more mutually integrated into their new global Whole. Then they are more and more independent from their previous local situations of emergence. Reversely (systemic constructal law), the global Whole is more and more integrating local parceners. The relationship between actors within a living system was described using allometric laws, e.g. the metabolic rate of a lot of species was supposed to be proportional to its mass according to a 3/4 exponent power-law (Kleiber’s law). But, according to the gauge invariance paradigm, an other explanation of the invariant scaling of living systems is proposed with a 2/3 power-law. Whatever its level of organization, a living system, ‘system of systems’ emerging by embedments and juxtapositions of previous ones, effectively functions in 4 dimensions (VA: the Adult system Volume, and tg: the time of generation, the duration that is necessary to acquire the capacity of reproduction). Looking at the gauge invariance paradigm as a ‘factual’ system, from the quantum of Planck to the Universe as a Whole, a meta-analysis of a database of the systems internal (endophysiotope) and external (ecoexotope) interactions can allow to quantify 45×18 allometric relationships. This allows to evidence a ‘grammar’: 1. Invariant independent processes (power-laws with exponent € = 0); 2. Simultaneous limiting interactions regulation processes (€ = +1); 3:F eedback (€ = -1); 4. Competition between actors (€ = 1/2); 5. Optimal exchanges flow (€ = 2/3) processes. Brownian motion is the basic fundamental process that governs all functions. From the Monera to the ecosystem levels the increasing of regulation processes allows more and more autonomy of the endophysiotope from the ecoexotope dependence. From the point of view of matter and energy flows, living systems optimize the input and output exchanges at their interface. The greater diversity of regulation processes occurs for the endophysiotope throughput flows. Whatever the organization level, living systems optimize their survival by adjusting ‘the capacity to be hosted’ of their endophysiotope (HOSTED) to the changes of ‘the hosting capacity’ of their ecoexotope (HOSTING).
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