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Concepts and Their Dynamics: A Quantum-Theoretic Modeling of Human Thought

机译:概念及其动力学:人类思想的量子理论建模

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We analyze different aspects of our quantum modeling approach of human concepts and, more specifically, focus on the quantum effects of contextuality, interference, entanglement, and emergence, illustrating how each of them makes its appearance in specific situations of the dynamics of human concepts and their combinations. We point out the relation of our approach, which is based on an ontology of a concept as an entity in a state changing under influence of a context, with the main traditional concept theories, that is, prototype theory, exemplar theory, and theory theory. We ponder about the question why quantum theory performs so well in its modeling of human concepts, and we shed light on this question by analyzing the role of complex amplitudes, showing how they allow to describe interference in the statistics of measurement outcomes, while in the traditional theories statistics of outcomes originates in classical probability weights, without the possibility of interference. The relevance of complex numbers, the appearance of entanglement, and the role of Fock space in explaining contextual emergence, all as unique features of the quantum modeling, are explicitly revealed in this article by analyzing human concepts and their dynamics.
机译:我们分析了人类概念的量子建模方法的不同方面,更具体地说,着重于上下文,干扰,纠缠和出现的量子效应,阐述了它们如何在人类概念动力学的特定情况下出现。他们的组合。我们指出了我们的方法的关系,该方法基于概念的本体作为状态的实体,该状态在上下文的影响下发生了变化,它与主要的传统概念理论(即原型理论,范例理论和理论理论)相关。我们思考量子理论为什么在其人类概念建模中表现如此出色的问题,并且通过分析复振幅的作用,阐明了它们如何描述测量结果统计中的干扰,从而阐明了这个问题。传统的结果统计理论起源于经典的概率权重,没有干扰的可能性。本文通过分析人类概念及其动力学,明确揭示了复数的相关性,纠缠的出现以及Fock空间在解释上下文出现中的作用,这些都是量子建模的独特功能。

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