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Synchronicity from Synchronized Chaos

机译:来自同步混沌的同步

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The synchronization of loosely-coupled chaotic oscillators, a phenomenon investigated intensively for the last two decades, may realize the philosophical concept of “synchronicity”—the commonplace notion that related events mysteriously occur at the same time. When extended to continuous media and/or large discrete arrays, and when general (non-identical) correspondences are considered between states, intermittent synchronous relationships indeed become ubiquitous. Meaningful synchronicity follows naturally if meaningful events are identified with coherent structures, defined by internal synchronization between remote degrees of freedom; a condition that has been posited as necessary for synchronizability with an external system. The important case of synchronization between mind and matter is realized if mind is analogized to a computer model, synchronizing with a sporadically observed system, as in meteorological data assimilation. Evidence for the ubiquity of synchronization is reviewed along with recent proposals that: (1) synchronization of different models of the same objective process may be an expeditious route to improved computational modeling and may also describe the functioning of conscious brains; and (2) the nonlocality in quantum phenomena implied by Bell’s theorem may be explained in a variety of deterministic (hidden variable) interpretations if the quantum world resides on a generalized synchronization “manifold”.
机译:松耦合混沌振荡器的同步是近二十年来进行了深入研究的一种现象,它可能会实现“同步性”的哲学概念,即相关事件同时神秘地发生的常识。当扩展到连续的介质和/或大的离散数组时,并且考虑到状态之间的一般(非相同)对应关系时,间歇性同步关系确实变得无处不在。如果有意义的事件具有一致的结构,那么自然就会产生有意义的同步,这些一致的结构是由远程自由度之间的内部同步定义的;与外部系统同步所必需的条件。如果将心智模拟为计算机模型,并与零星观测的系统同步(例如在气象数据同化中),就可以实现心智与物质之间同步的重要情况。同步无处不在的证据连同最近的提议都得到了审查:(1)同一目标过程的不同模型的同步可能是改进计算模型的快速途径,也可能描述了有意识的大脑的功能; (2)如果量子世界驻留在广义同步“流形”上,则贝尔定理所暗示的量子现象的非局部性可以用各种确定性(隐变量)解释来解释。

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