Formal Properties of Metrical Structure
Formal Properties of Metrical Structure
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度量结构的形式性质
DOI：
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发表时间：
1993
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通讯作者：
M. Oostendorp
中科院分区：
文献类型：
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作者：
M. Oostendorp
本文提供了一个临时的格律表示的数学类型学。首先，介绍了对应于不同版本的网格和括号网格理论的代数族。它随后表明，在何种方式括号格理论不同于格律理论使用树木。最后，我们表明，括号网格的形式主义（用于韵律结构）和[Kaye，et al.，[1985]，[1990]为次音节结构。
This paper offers a provisional mathematical typology of metrical representations. First, a family of algebras corresponding to different versions of grid and bracketed grid theory is introduced. It is subsequently shown in what way bracketed grid theory differs from metrical theories using trees. Finally, we show that there are no significant differences between the formalism of bracketed grids (for metrical structure) and the representation used in the work of [Kaye, et al., 1985], [1990] for subsyllabic structure.