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Static and dynamic vector semantics for lambda calculus models of natural language

机译:自然语言的Lambda演算模型的静态和动态矢量语义

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Vector models of language are based on the contextual aspects of language, the distributions of words and how they co-occur in text. Truth conditional models focus on the logical aspects of language, compositional properties of words and how they compose to form sentences. In the truth conditional approach, the denotation of a sentence determines its truth conditions, which can be taken to be a truth value, a set of possible worlds, a context change potential, or similar. In the vector models, the degree of co-occurrence of words in context determines how similar the meanings of words are. In this paper, we put these two models together and develop a vector semantics for language based on the simply typed lambda calculus models of natural language. We provide two types of vector semantics: a static one that uses techniques familiar from the truth conditional tradition and a dynamic one based on a form of dynamic interpretation inspired by Heim’s context change potentials. We show how the dynamic model can be applied to entailment between a corpus and a sentence and provide examples.
机译:语言的向量模型基于语言的上下文方面,单词的分布以及它们在文本中的共存方式。真值条件模型侧重于语言的逻辑方面,单词的组成特性以及它们如何构成句子。在真值条件方法中,句子的表示方式确定了它的真值条件,可以将其视为真值,一组可能的世界,上下文变化的可能性或类似条件。在向量模型中,单词在上下文中的共现程度决定了单词含义的相似程度。在本文中,我们将这两个模型放在一起,并基于自然语言的简单类型的lambda演算模型开发了语言的向量语义。我们提供了两种类型的向量语义:一种是静态的,它使用的是事实条件传统所熟悉的技术;另一种是动态的,它是根据海姆的情境变化潜能激发出来的一种动态解释形式。我们展示了如何将动态模型应用于语料库和句子之间的蕴含,并提供示例。

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