定量计

KevinM . Ryan
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引用次数: 1

摘要

定量格律调节着音节重量或韵律在诗歌成分中的分布。它们通常涉及权重的二元标准,但通常会增加对梯度和分类内权重的敏感性。可变权重和梯度权重之间存在区别,可变权重可以包括可选的过程(如可变的集群音节化或元音在间断中的缩短),梯度权重是固定的语音结构,但计量器表现出对权重连续体的敏感性。例如,在梵语中,节奏有时会避免超重音节。其次,不同的位置类型有时对较重音节或较轻的重音节表现出不同的容忍度,从而可以诊断为过重连续体,如芬兰语、希腊语和泰米尔语所示。最后,线尾位置可以选择较重的或较轻的。本章还考虑了区间理论的前景,通过该理论,权域跨越连续元音的左边缘。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quantitative meter
Quantitative meters regulate the distribution of syllable weight or moras in verse constituents. They generally involve a binary criterion for weight, but often add to it sensitivity to gradient, intracategorial weight. A distinction is drawn between variable weight, which can involve optional processes (such as variable cluster syllabification or vowel shortening in hiatus) and gradient weight, in which phonological structure is fixed but the meter evinces sensitivity to a weight continuum. For example, superheavy syllables are sometimes avoided in cadences, as in Sanskrit. Second, different position types sometimes exhibit different tolerances for heavier or lighter heavy syllables, permitting the diagnosis of an intraheavy continuum, as illustrated for Finnish, Greek, and Tamil. Finally, line-final position can favor heavier heavies or lighter lights. This chapter also considers prospects for Interval Theory, by which the weight domain spans the left edges of successive vowels.
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