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Reasoning across continuous landscapes: A nonlinear dynamical systems theory approach to reasoning

机译:跨连续场景的推理:一种非线性动力学系统理论方法进行推理

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Dual-processing theories of reasoning have gained renewed attention in recent years, particularly in the fields of decision-making under uncertainty, learning, and social judgment. Although the various accounts differ, the common thread is the distinction between two qualitatively different reasoning processes, such as automatic/controlled, fast/slow, and unconscious/conscious. Accordingly, much research is focused on elucidating the nature of the two processes in terms of the kinds of information they process and respond to. Less extensive are attempts to identify mediators that underlie changes between the two reasoning strategies. We argue that nonlinear dynamical systems theory may be able to provide a fresh perspective on reasoning. Nonlinear dynamical systems theory allows us to shift the perspective to the dynamic interactions and transitions among continuous yet qualitatively different reasoning processes. We apply the approach to reasoning in decision-making and judgment under uncertainty. Our primary claim is that using different reasoning strategies is better understood as phase transitions among a landscape of continuous reasoning capacities. Published by Elsevier B.V.
机译:近年来,推理的双重处理理论受到了越来越多的关注,特别是在不确定性,学习和社会判断力下的决策领域。尽管各种说法有所不同,但共同点是在两个定性不同的推理过程之间进行区分,例如自动/受控,快速/慢速和无意识/有意识。因此,许多研究都集中在根据它们处理和响应的信息种类来阐明两个过程的性质。不太广泛的尝试是确定两种推理策略之间的变化基础的中介者。我们认为非线性动力学系统理论可能能够为推理提供新的视角。非线性动力学系统理论使我们能够将视角转移到连续但本质上不同的推理过程之间的动态相互作用和过渡。我们将这种方法应用于不确定性条件下的决策和判断中的推理。我们的主要主张是,将不同的推理策略更好地理解为连续推理能力格局之间的阶段转换。由Elsevier B.V.发布

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