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Testing Boundaries of Applicability of Quantum Probabilistic Formalism to Modeling of Cognition: Metaphors of Two and Three Slit Experiments

机译:测试量子概率形式主义在认知建模中的适用性边界:两个和三个狭缝实验的隐喻

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Analogy between the two slit experiment in quantum mechanics (QM) and the disjunction effect in psychology led to fruitful applications of the mathematical formalism of quantum probability to cognitive psychology. These quantum-like studies demonstrated that quantum probability (QP) matches better with the experimental statistical data than classical probability (CP). Similar conclusion can be derived from comparing QP and CP models for a variety of other cognitive-psychological effects, e.g., the order effect. However, one may wonder whether QP covers completely cognitive-psychological phenomena or cognition exhibits even more exotic probabilistic features and we have to use probabilistic models with even higher degree of nonclassical-ity than quantum probability. It is surprising that already a cognitive analog of the triple slit experiment in QM can be used to check this problem.
机译:量子力学(QM)中的两个狭缝实验与心理学中的析取效应之间的类比导致了量子概率的数学形式主义在认知心理学中的卓有成效的应用。这些类似量子的研究表明,与经典统计概率(CP)相比,量子概率(QP)与实验统计数据的匹配更好。通过比较QP和CP模型对各种其他认知心理影响(例如顺序影响)可以得出类似的结论。但是,人们可能会怀疑QP是否涵盖了完全的认知心理学现象,或者认知表现出了更多的外来概率特征,因此我们必须使用具有比量子概率更高程度的非经典性的概率模型。令人惊讶的是,已经可以使用QM中的三次狭缝实验的认知类似物来检查此问题。

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