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The Spiral Array: An Algorithm for Determining Key Boundaries

机译:螺旋阵列:一种确定密钥边界的算法

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Computer models for determining key boundaries are important tools for computer analysis of music ,computational modeling of music cognition, content-based categorization and retrieval modeling of music cognition, computational-based categorization and retrieval of music information and automatic generating of expressive performance. This paper proposes a Boundary Search Algorithm (BSA) for determining points of modulation in a piece of music using a geometric model for tonality called the Spiral Array. For a given number of key changes, the computational complexity of the algorithm is polynomial in the number of pitch events. We present and discuss computational results for two selections from J.S. Bach's "A Little Notebook for Anna Magdalena". Comparisons between the choices of an expert listener and the algorithm indicates that in human cognition, a dynamic interplay exists between memory and present knowledge, thus maximizing the opportunity for the information to coalesce into meaningful patterns.
机译:确定关键的边界的计算机模型对音乐的计算机分析,音乐的认知,基于内容的分类和音乐的认知,基于计算,分类和音乐信息和表现性能自动生成检索的检索模型的计算模型的重要工具。本文提出了一种用于在使用称为螺旋阵列的音调的几何模型来确定一段音乐中调制点的边界搜索算法(BSA)。对于给定数量的关键变化,算法的计算复杂性是节距事件的数量中的多项式。我们展示并讨论了来自J.S.的两个选择的计算结果巴赫的“Anna Magdalena的一点笔记本”。专家监听器和算法的选择之间的比较表明,在人的认知,记忆和目前的知识之间存在动态相互作用,从而最大限度的信息聚集成有意义的模式的机会。

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