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Quantum view on contextual logic of composite intelligent devices

机译:关于复合智能设备上下文逻辑的量子观

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摘要

Based on the ideas of quantum theory of open systems (QTOS) we propose theconsistent approach to study probabilistic many-valued propositional logic ofintelligent devices that are composed from separate but interconnected logicalunits. In this preliminary communication we consider only the simplest exampleof such systems, namely, four- valued probabilistic logical device composed oftwo logical subsystems. We demonstrate that similar devices can generate twoclasses of probabilistic propositions:1) decomposable propositions, which infact are equivalent to certain ordered pair of propositions in devicesubsystems and 2) indecomposable propositions which are connected with inherentlogical interaction between device units. The indecomposable propositions areundoubtedly of greatest interest since they, as shown in the paper, providepowerful additional logical resource compared to standard parallel processingin composite intelligent systems. The contextual logic of composite devicesproposed in this paper, as we believe, can be also used for analysis of highlyorganized systems in cognitive sciences specifically in neuropsychology andlinguistics.
机译:基于开放系统量子理论(QTOS)的思想,我们提出了一种一致的方法来研究由独立但相互连接的逻辑单元组成的智能设备的概率多值命题逻辑。在此初步通信中,我们仅考虑此类系统的最简单示例,即由两个逻辑子系统组成的四值概率逻辑设备。我们证明了类似的设备可以生成两类概率命题:1)可分解命题,实际上等同于设备子系统中的某些有序命题对; 2)不可分解命题,它们与设备单元之间的内在相互作用有关。不可分解的命题无疑是最受关注的,因为如本文所示,与复合智能系统中的标准并行处理相比,不可分解的命题提供了强大的附加逻辑资源。我们认为,本文提出的复合设备的上下文逻辑还可用于分析认知科学中高度组织化的系统,尤其是神经心理学和语言学领域的系统。

著录项

  • 作者

    Vol, E. D.;

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  • 年度 2013
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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