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A THEORY OF SCALAR IMPLICATURE (NATURAL LANGUAGES, PRAGMATICS, INFERENCE).

机译:标量隐含理论(自然语言,语用学,推论)。

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摘要

Speakers may convey many sorts of 'meaning' via an utterance. While each of these contributes to the utterance's overall communi- cative effect, many are not captured by a truth-functional semantics. One class of non-truth-functional, context-dependent meanings, has been identified by Grice Grice 75 as CONVERSATIONAL IMPLICATURES. This thesis presents a formal account of one type of conversational implicature, termed here SCALAR IMPLICATURE, identified from a study of a large corpus of naturally occurring data collected by the author and others from 1982 through 1985. Scalar implicatures rely for their generation and interpretation upon the assumption that cooperative;speakers will say as much as they truthfully can that is relevant to a conversational exchange. For example, B's utterance of (1a) (UNFORMATTED TABLE FOLLOWS); (1) A: How was the party last night?; a. B: Some people left early.;b. Not all people left early.(TABLE ENDS);may convey to A that, as far as B knows, (1b) also holds--even though the truth of (1b) clearly does not follow from the truth of (1a).;Scalar implicatures may be distinguished from other conversa- tional implicatures in that their generation and interpretation is dependent upon the identification of some salient relation that orders a concept referred to in an utterance with other concepts. In 1, for example, the salience of an inclusion relation between 'some people' and 'all people' in the discourse is prerequisite to B's implicating that (1b)--and to A's understanding that (1b) has in fact been implicated.;To illustrate potential applications of the theory presented, a module of a natural-language interface, QUASI, is described. QUASI calculates scalar implicatures that might be licensed by simple direct responses to yes-no questions. Where licenseable implicatures are not consistent with the system's knowledge base, QUASI proposes alternative responses. This system demonstrates how natural language interfaces can use the calculation of implicit meanings to avoid conveying misinformation and to convey desired information more succinctly.
机译:说话者可以通过话语传达多种“意义”。尽管所有这些因素都有助于话语的整体交流效果,但其中的许多因素并未被真理功能语义所捕获。一类非事实功能的,与上下文相关的含义已被Grice Grice 75识别为“会话含义”。本文提出了一种会话隐含形式的正式说明,此处称为标量隐式形式,是根据作者和其他人从1982年至1985年收集的大量自然数据的研究确定的。标量隐式形式依赖于它们的产生和解释。合作者说出的尽可能多的事实,这与对话交流有关。例如,B的话语为(1a)(未格式化的表格遵循); (1)答:昨晚聚会怎么样?一个。 B:有人早退。并非所有人都提早离开(表尾);就B所知,(1b)仍然适用于A-即使(1b)的事实显然并非源自(1a)的事实。 ;标量含义可以与其他会话含义区别开来,因为它们的产生和解释取决于对某些显着关系的识别,该显着关系将一个概念与其他概念一并提及。例如,在第1章中,话语中``某些人''与``所有人''之间包含关系的显着性是B暗示(1b)的前提-以及A理解(1b)实际上已经暗示的先决条件。 ;为了说明所提出的理论的潜在应用,描述了自然语言接口QUASI的模块。 QUASI计算标量隐含,可以通过对“是-否”问题的简单直接响应来许可。如果许可的隐含含义与系统的知识库不一致,则QUASI提出替代响应。该系统演示自然语言界面如何使用隐含含义的计算来避免传达错误信息并更简洁地传达所需信息。

著录项

  • 作者

    HIRSCHBERG, JULIA BELL.;

  • 作者单位

    University of Pennsylvania.;

  • 授予单位 University of Pennsylvania.;
  • 学科 Computer Science.
  • 学位 Ph.D.
  • 年度 1985
  • 页码 230 p.
  • 总页数 230
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 自动化技术、计算机技术;
  • 关键词

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