对网络中的复杂行为和同步性以及混沌具有强烈的预期

A. Makarenko
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引用次数: 0

摘要

自从D. Dubois引入强预期以来,对混凝土系统的许多研究已经提出。但是,预期系统理论的进一步发展是随着对具有预期的空间分布系统的新实例的研究。因此本文考虑了具有预估的分布式物理模型的新实例,即具有强预估的耦合单元链系统。给出了问题的数学形式、解的可能解析公式和包含同步的假定分布式解的例子。讨论了这类解的多值行为。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Toward complex behavior and synchronization in networks and chaos with strong anticipation
Since the introduction of strong anticipation by D. Dubois the numerous investigations of concrete systems had been proposed. But further development of the theory of anticipatory systems follows to the investigations of new examples of distributed in space systems with anticipation. So in proposed paper the new examples of distributed physical models with anticipation had been considered — namely the system of chains of coupled elements with strong anticipation. It is proposed the mathematical formulation of problems, possible analytical formulas for solutions and examples of presumable distributed solutions including synchronization. Multivalued behavior of such solutions is discussed.
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