let $mathcal{a}$ be a banach algebra with bai and $e$ be an introverted subspace of $mathcal{a'}$.in this paper we study the quotient arens regularity of $mathcal{a}$ with respect to $e$ and prove that the group algebra $l^1(g)$ for a locally compact group $g$, is quotient arens regular with respect to certain introverted subspace $e$ of $l^infty(g)$.some related result are given as well.

One of the claimed benefits of Tree Adjoining Grammars is that they have an extended domain of locality (EDOL). We consider how this can be exploited to limit the need for feature structure unification during parsing. We compare two wide-coverage lexicalized grammars of English, LEXSYS and XTAG, finding that the two grammars exploit EDOL in different ways. 1 Introduction One of the most basic p...

To understand how daily usages can shape the gradual changes of both hěn, a prototypical intensifier in Mandarin Chinese, and the construction hěn X, the study aims to investigate the syntactic and semantic behaviors of hěn X constructions in spoken corpora. The conversational data from the NCCU Corpus of Spoken Chinese and a Taiwan Public Television show Bring Up Parents are extracted and anal...

In this paper we propose a solution for the representation of a wide range of multiword expressions1 (lexicalized or not) in the Basque WordNet. We first argue in favor of including non-lexicalized multiword expressions, and propose very simple criteria based on existing dictionaries to mark those that are lexicalized from those that are not. We then motivate and propose a representation based ...

Statistical parsing research can be described as being anglo-centric: new models are first proposed for English parsing, and only then tested in other languages. Indeed, a standard approach to parsing with new treebanks is to adapt fully developed English parsing models to the other language. In this dissertation, however, we claim that many assumptions of English parsing do not generalize to o...