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Frequency patterns of semantic change: corpus-based evidence of a near-critical dynamics in language change

机译:语义变化的频率模式:基于语料库的语言变化的近临界动态证据

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It is generally believed that when a linguistic item acquires a new meaning, its overall frequency of use rises with time with an S-shaped growth curve. Yet, this claim has only been supported by a limited number of case studies. In this paper, we provide the first corpus-based large-scale confirmation of the S-curve in language change. Moreover, we uncover another generic pattern, a latency phase preceding the S-growth, during which the frequency remains close to constant. We propose a usage-based model which predicts both phases, the latency and the S-growth. The driving mechanism is a random walk in the space of frequency of use. The underlying deterministic dynamics highlights the role of a control parameter which tunes the system at the vicinity of a saddle-node bifurcation. In the neighbourhood of the critical point, the latency phase corresponds to the diffusion time over the critical region, and the S-growth to the fast convergence that follows. The durations of the two phases are computed as specific first-passage times, leading to distributions that fit well the ones extracted from our dataset. We argue that our results are not specific to the studied corpus, but apply to semantic change in general.
机译:通常认为,当语言项目获得新的含义时,其总体使用频率随时间呈S形增长曲线增长。但是,只有少数案例研究支持了这种说法。在本文中,我们提供了第一个基于语料库的语言变化中S曲线的大规模确认。此外,我们发现了另一个通用模式,即S增长之前的潜伏期,在此期间频率保持接近恒定。我们提出了一个基于使用情况的模型,该模型可以预测两个阶段,延迟和S增长。驱动机制是在使用频率范围内随机行走。潜在的确定性动力学突出了控制参数的作用,该参数在鞍形节点分叉附近调整系统。在临界点附近,延迟阶段对应于临界区域上的扩散时间,而S增长对应于随后的快速收敛。将两个阶段的持续时间计算为特定的首次通过时间,从而得出与从我们的数据集中提取的分布非常吻合的分布。我们认为,我们的结果并不特定于所研究的语料,而是总体上适用于语义变化。

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