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Complex-Dynamical Extension of the Fractal Paradigm and Its Applications in Life Sciences

机译:分形范式的复杂动力学扩展及其在生命科学中的应用

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摘要

Complex-dynamical fractal is a hierarchy of permanently, chaotically changing versions of system structure, obtained as the unreduced, causally probabilistic general solution of arbitrary interaction problem (physics/0305119, physics/9806002). Intrinsic creativity of this extension of usual fractality determines its exponentially high operation efficiency, which underlies many specific functions of living systems, such as autonomous adaptability, "purposeful" development, intelligence and consciousness (at higher complexity levels). We outline in more detail genetic applications of complex-dynamic fractality, demonstrate the dominating role of genome interactions, and show that further progressive development of genetic research, as well as other life-science applications, should be based on the dynamically fractal structure analysis of interaction processes involved. We finally summarise the obtained extension of mathematical concepts and approaches closely related to their biological applications.
机译:复动力学分形是系统结构的永久,无序变化版本的层次结构,它是任意交互问题的未归约的,因果概率的一般解(physics / 0305119,physics / 9806002)。通常分形的这种扩展的内在创造力决定了其指数级的高运行效率,这是生命系统许多特定功能的基础,例如自主适应性,“有目的”发展,智力和意识(在更高的复杂性级别)。我们更详细地概述了复杂动态分形的遗传应用,证明了基因组相互作用的主导作用,并表明遗传研究的进一步进步以及其他生命科学应用应基于对蛋白质的动态分形结构分析。涉及的互动过程。最后,我们总结了与数学应用和生物学应用密切相关的数学概念和方法的扩展。

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  • 作者

    Kirilyuk, A P;

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  • 年度 2005
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  • 原文格式 PDF
  • 正文语种 eng
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