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Rhythmic complexity and predictive coding: a novel approach to modeling rhythm and meter perception in music

机译:节奏复杂度和预测编码:一种用于建模音乐中节奏和仪表感知的新颖方法

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Musical rhythm, consisting of apparently abstract intervals of accented temporal events, has a remarkable capacity to move our minds and bodies. How does the cognitive system enable our experiences of rhythmically complex music? In this paper, we describe some common forms of rhythmic complexity in music and propose the theory of predictive coding (PC) as a framework for understanding how rhythm and rhythmic complexity are processed in the brain. We also consider why we feel so compelled by rhythmic tension in music. First, we consider theories of rhythm and meter perception, which provide hierarchical and computational approaches to modeling. Second, we present the theory of PC, which posits a hierarchical organization of brain responses reflecting fundamental, survival-related mechanisms associated with predicting future events. According to this theory, perception and learning is manifested through the brain’s Bayesian minimization of the error between the input to the brain and the brain’s prior expectations. Third, we develop a PC model of musical rhythm, in which rhythm perception is conceptualized as an interaction between what is heard (“rhythm”) and the brain’s anticipatory structuring of music (“meter”). Finally, we review empirical studies of the neural and behavioral effects of syncopation, polyrhythm and groove, and propose how these studies can be seen as special cases of the PC theory. We argue that musical rhythm exploits the brain’s general principles of prediction and propose that pleasure and desire for sensorimotor synchronization from musical rhythm may be a result of such mechanisms.
机译:音乐节奏包括明显的时间间隔的抽象间隔,具有动人的思想和身体的显着能力。认知系统如何使我们的节奏复杂的音乐体验成为现实?在本文中,我们描述了音乐中节奏复杂性的一些常见形式,并提出了预测编码(PC)理论,作为理解大脑如何处理节奏和节奏复杂性的框架。我们还考虑了为什么我们对音乐的节奏紧张感到如此强迫。首先,我们考虑节奏和仪表感知的理论,这些理论为建模提供了层次和计算方法。其次,我们介绍了PC理论,它提出了大脑反应的层次结构,反映了与预测未来事件相关的基本,与生存相关的机制。根据该理论,感知和学习通过大脑对大脑输入与大脑先前期望之间的误差的贝叶斯最小化来体现。第三,我们开发了一种音乐节奏的PC模型,其中节奏感知被概念化为所听到的声音(“节奏”)与大脑的预期音乐结构(“米”)之间的相互作用。最后,我们回顾了对晕厥,节律和沟纹的神经和行为影响的实证研究,并提出了如何将这些研究视为PC理论的特例。我们认为音乐节律利用了大脑的一般预测原理,并提出音乐节律对感觉运动同步的愉悦和渴望可能是这种机制的结果。

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