形态处理中的分层句法结构建模

Yohei Oseki, Charles D. Yang, A. Marantz
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引用次数: 8

摘要

句子被表示为层次句法结构,这种句法结构已经成功地在句子处理中建模。相比之下,尽管在理论上对词的分层句法结构达成了一致,但人们一直认为词在计算上不如句子复杂,并且通过有限状态模型作为线性语素串来实现,甚至语素的心理现实也被否认了。在本文中,我们将句子处理中的计算模型扩展到形态处理中,进行了一个计算模拟实验,在此实验中,我们将增量惊讶作为一个关联假设,对来自英语词典项目(ELP)的视觉词汇决策实验中人类的反应时间进行了评估,ELP是形态学处理文献中的一个“共享任务”。模拟实验表明:(i)没有语素单位的“无定形”模型相对于“形态”模型表现不佳,(ii)具有分层句法结构的计算模型,概率上下文无关语法(PCFG)最准确地解释了人类的反应时间,以及(iii)这种性能是在表面频率效应的基础上实现的。这些结果强烈表明,形态学处理从左到右逐渐跟踪语素,并将其解析为分层句法结构,这与形态学处理的“无定形”和有限状态模型相反。
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Modeling Hierarchical Syntactic Structures in Morphological Processing
Sentences are represented as hierarchical syntactic structures, which have been successfully modeled in sentence processing. In contrast, despite the theoretical agreement on hierarchical syntactic structures within words, words have been argued to be computationally less complex than sentences and implemented by finite-state models as linear strings of morphemes, and even the psychological reality of morphemes has been denied. In this paper, extending the computational models employed in sentence processing to morphological processing, we performed a computational simulation experiment where, given incremental surprisal as a linking hypothesis, five computational models with different representational assumptions were evaluated against human reaction times in visual lexical decision experiments available from the English Lexicon Project (ELP), a “shared task” in the morphological processing literature. The simulation experiment demonstrated that (i) “amorphous” models without morpheme units underperformed relative to “morphous” models, (ii) a computational model with hierarchical syntactic structures, Probabilistic Context-Free Grammar (PCFG), most accurately explained human reaction times, and (iii) this performance was achieved on top of surface frequency effects. These results strongly suggest that morphological processing tracks morphemes incrementally from left to right and parses them into hierarchical syntactic structures, contrary to “amorphous” and finite-state models of morphological processing.
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