时空微分元与bio-Hamilton分量的分布
Spacetime differential elements and the distribution of bio-Hamiltonian components
摘要：
各种各样的哈密尔顿模型已经被推导出属于生物体的化学结构，而哈密尔顿概念并没有被应用于整个生命。然而，最近在考虑到它们的进化含义的条件下，为活生物体定义了哈密顿分量（Bounias，2001：CAM 01）。本文识别了时空的微分元，并由此定义了一个代表生物哈密顿守恒性的概率模糊不变性。在一个单独的生物哈密顿量的潜在和动力学分量的分布，和分布的生物体在更复杂系统中相互作用的这种个人哈密顿量的表现作为一个非线性广义卷积的功能。
英文摘要：
Various Hamiltonian models have been derived for chemical structures belonging to living organisms while the Hamiltonian concept was not applied to life as a whole. However, Hamiltonian components were recently defined for living organisms on the condition to take in consideration their evolutionary implications (Bounias, 2001: CASYS'0l). This paper identifies differential elements of Spacetime, from which it delimits a probabilistic fuzzy-like invariance standing for conservativity of biological Hamiltonians. The distributions of potential and kinetic components in a individual bio-Hamiltonian, and the distribution of such individual Hamiltonians of living organisms interacting in more complex systems are shown to behave as a non-linear generalized convolution of functions.
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