带有受限缩并规则的兰贝克演算中的照应算子  

Anaphora Slash in Lambek Calculus with Limited Contraction

作　　者：张晓君[1] 满海霞[1] 

机构地区：[1]中国社会科学院研究生院,北京100102

出　　处：《重庆理工大学学报（社会科学）》2011年第4期6-11,共6页Journal of Chongqing University of Technology（Social Science）

基　　金：国家社会科学基金项目"面向自然语言信息处理的范畴类型逻辑研究"(09BZX046)

摘　　要：主要以贾戈尔(Jager)在类型逻辑框架下对照应现象的处理方法为依托展开研究。试图厘清几种从范畴角度出发处理照应现象的方法,从中筛选出简明高效的方法,即贾戈尔通过在带有受限缩并规则的兰贝克演算中引入照应算子"|"(anaphora slash)的处理方法。目的是为读者清晰地描绘出逻辑学家与语言学家们研究问题的思路历程,以提醒读者在研究的过程中不要纠缠于他们所提供的艰深知识,而要把研究重心转向对其思想方法的追寻,以期有更多斩获。This paper bases its research on the work of G.Jger＇s treatment over anaphoric phenomena under Type Logic frame.The simplest and most efficient method to deal with anaphoric relations is chosen from several categorial approaches to anaphora,namely,the one that G.Jger extends the inventory of category forming connectives by a new kind of implication,anaphora slash,written as ＂｜＂.The aim of this paper is to describe how the linguists and logicians think and do when they run into a tough issue,and to remind readers to avoid endless quibbling over minor details during study.In order to obtain more achievements in future study,we should concentrate on their basic ways of investigation.

关 键 词：照应关系 范畴 照应算子 代词 

分 类 号：B81[哲学宗教—逻辑学]