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A Note on movement in logical grammar

机译:关于逻辑语法运动的注释

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In this article we make remarks on overt and covert movement in logical grammar. With respect to the latter (e.g. quantification) we observe how a treatment in terms of displacement calculus interacts with normal modalities for intensionality to allow a coding in logical grammar of the distinction between weak and strong quantifiers (i.e. those that may or may not not scope nonlocally such as 'a' and 'every' respectively). With respect to overt movement (e.g. relativisation) we observe how displacement calculus supports a coding of a filler-gap dependency similar to that employed in lambda grammars, but we argue that this general approach does not extend to parasitic gaps, for which we propose exponentials.
机译:在本文中,我们对逻辑语法中的显性和隐性运动进行了评论。关于后者(例如,量化),我们观察到位移微积分的处理如何与强度的正常模态相互作用,从而允许逻辑语法中对弱量词和强量词之间的区别进行编码。非本地,例如分别为“ a”和“每个”。关于明显的运动(例如相对化),我们观察到位移演算如何支持类似于lambda语法中所使用的填充间隙依赖的编码,但是我们认为这种通用方法不会扩展到寄生间隙,为此我们提出了指数。

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