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A quantum probability explanation for violations of ‘rational’ decision theory

机译:违反理性决策理论的量子概率解释

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摘要

Two experimental tasks in psychology, the two-stage gambling game and the Prisoner's Dilemma game, show that people violate the sure thing principle of decision theory. These paradoxical findings have resisted explanation by classical decision theory for over a decade. A quantum probability model, based on a Hilbert space representation and Schrödinger's equation, provides a simple and elegant explanation for this behaviour. The quantum model is compared with an equivalent Markov model and it is shown that the latter is unable to account for violations of the sure thing principle. Accordingly, it is argued that quantum probability provides a better framework for modelling human decision-making.
机译:心理学的两个实验性任务,即两阶段赌博游戏和“囚徒困境”游戏,表明人们违反了决策理论的确定性原则。这些悖论性的发现已经抵制了十多年的经典决策理论的解释。基于希尔伯特空间表示和薛定er方程的量子概率模型为这种行为提供了简单而优雅的解释。将量子模型与等效的马尔可夫模型进行比较,结果表明后者无法解释违反确定事物原理的情况。因此,有人认为,量子概率为建模人类决策提供了更好的框架。

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