敦煌诗歌语词释证

本文结合敦煌写本原卷影印资料、中土文献和佛经材料,运用训诂学、音韵学及汉语俗字研究的最新成果,从汉语词汇史的角度对敦煌诗歌中"珠骑"、"(舟歺)(舟重)"、"软互"等部分疑难语词作了尝试性的延证考释,以便学术界更好地利用敦煌诗歌进行相关研究。     

基于概念隐喻理论的大学英语词汇习得

词汇习得是大学英语学习中的重点和难点。概念隐喻理论认为隐喻普遍存在于人类的语言中，是人类不可缺少的认知工具。该理论从认知语言学角度为大学英语词汇习得提供了新的方法。将该理论引入词汇习得，有助于学习者对词汇的记忆及拓展词汇内涵，提高词汇习得的效率和质量。     

Marcus contextual languages consisting of primitive words

In this paper we prove that the language of all primitive (strongly primitive) words over a nontrivial alphabet can be generated by certain types of Marcus contextual grammars.     

《字诂》《义府》联绵词简诂四则

历来研究联绵词的学者一般都提到清代的王念孙、段玉裁,很少有人提到之前的黄生。黄生系联的联绵词虽然数量不多,但多为精确之见。本文针对其中的犹豫、茗艼、拨剌、不惜等词条加以系联,以此对黄生的联绵词观有更深入的了解。     

汉语词汇国俗语义的英译

汉语蕴含着丰富的国俗词语和国俗语义。探讨了汉语词汇国俗语义的英译技巧。     

谈党外干部队伍建设与党外干部的选拔培养工作

在新的历史条件下，做好党外干部的选拔培养具有十分重要意义。基层党委和职能部门要提高认识，解放思想，增强使命感和责任感；要加强党外干部队伍的建设，抓好培养教学工作的选配干部创造条件；要坚持干部“四化”的方针和德才兼备原则，积极稳定地安排使用；要放心放手，大胆使用，充分发挥其应有作用。     

New secondary batteries and their key materials based on the concept of multi-electron reaction

Facing the significant applications in energy field, this paper introduces how to construct new high specific energy secondary batteries based on the concept multi-electron reaction and by designing multi-electron electrode materials. Recent progress on those new secondary batteries and their key materials based on the theory of multi-electron reaction are overviewed. Representative multi-electronic electrode materials, such as metal borides, metal fluorides, sulfur composite electrode materials and ferrates are briefly introduced, as well as the new secondary battery systems constructed with these materials. Thus gives the significance of the development based on multi- electron reaction mechanism of secondary batteries and their key materials for new chemical battery systems and related energy materials.     

古本《尚书》研究的重大进展——读《古本（尚书）文字研究》

《古本〈尚书〉文字研究》的重要创获之一就是从文字学的角度对古本《尚书》文字现象进行专题研究,这在国内外尚属首创;其次,对《尚书》古写本的研究推进了一大步;再次,启发我们重新思考古书流传和孔传本古文《尚书》真伪问题;最后,将语言文字学研究和文献研究相结合,也是该书的亮点。目前,清华简中的《尚书》材料引起了学术界的广泛关注,此书之出,可谓正当其时,值得学界关注。     

On finite unions of ideals and cosets

Abstract

Although it is well known that the growth of Thompson's group F is exponential, the exact growth function is still unknown. Elements of its submonoid of positive words can be described using a binary rooted tree, whose norm can be computed assigning weights to each caret. Combining this fact with a combinatorial argument, the growth function of the submonoid is computed and thus providing a first step in the computation of the growth function of the group, as well as a lower bound for the growth rate for the group.     

多媒体技术的发展

本文论述了多媒体技术的发展简史，发展趋势及多媒体研究的关键技术。