论知识经济下复合型外语人才的培养

面对知识经济的挑战,复合型外语人才备受青睐。英语教学必须适应知识经济的新要求,改革现行的考试制度;转变思想观念,更新教育理念;因地制宜,调整课程设置,增设新的教学内容;加强英语教师的培训;制定新的人才培养模式,真抓实干地促进宽口径外语人才的全面发展。     

山西传统民居美学思想初探

从历史、形式与内容、人与自然等三方面对山西传统民居的美学思想做一些探讨     

V＋Rv带宾语的语义框架

以往关于动结式带宾语的研究往往只注意了能否带宾语及其制约因素,但对所带宾语的种类却极少涉及,而这一问题的解决对机器翻译,尤其是同声传译将起到重要的作用。文章认为每个词在其所处的语言系统中占有特定位置,与系统中的某些词具有优先的或固定的组合搭配关系,即每个词都有其默认状态。以当代认知语言学的理论为指导,文章对V Rv能带什么的宾语,它的识别、提取和匹配及推导进行了讨论,得出结论:V对所带宾语提供可能性,面Rv作出限制和选择,也就是说V Rv能带什么样的宾语是有理可据的,其识别和推导是可能的。     

复合词的深层结构和表层结构及其理据性

复合词也有其深层结构和表层结构的区别。从其深层结构向表层结构转化的时候 ,由于音节的制约 ,可能发生结构变形和扭曲现象 ,再加上历史演变的结果 ,仅仅从其表层结构就难以揭示其理据性。对复合词的分析 ,不但不可混淆两种结构 ,还要揭示两种结构之间的联系和区别。     

Eu（3－PYA）_3·2H_2O配合物荧光光谱的研究

合成了Ｅｕ（３－ＰＹＡ）３·２Ｈ２Ｏ配合物，通过元素分析和化学分析确定了配合物的组成，测定了标题配合物的激光拉曼光谱．结果表明，标题配合物的羧基具有两种配位方式，分别为双齿和桥式．经与同构配合物Ｓｍ２（３－ＰＹＡ）６·４Ｈ２Ｏ的晶体结构测定结果对照，知标题配合物中有一种Ｅｕ（Ⅲ）格位，中心离子的配位数为８     

动结式的事件结构和句法生成

在语言使用过程中,动结式逐渐被语法化成表示致使—结果的特定语法形式,被语法化了的不是具体的词汇单位,而是一种语法结构或构式,即任何两个没有语义关联的动词只要并列出现在一个句子里就会形成致使—结果的语义关系。动结式里的两个动词各自表示一个事件,每个事件都能表述为一个独立的句子,通过移位和融合等句法操作合并在一起,临时构成独立的动词单位,从而在句法上把分别表示不同事件的两个句子合并为一个,实现表达的简约性。因为题元指派首先在底层结构完成,而动结式是表层句法操作的结果,所以动结式的语义关系仍需回到合并前的两个句子里确认。这种追根溯源的底层结构解释,清晰地揭示了动结式表层所呈现的复杂的句法和语义关系,是一种对于动结式的句法派生和形成机制提出的全新看法。     

用XPS和AES研究MoS_4~(2-)在钢铁表面的配位化学反应

本文研究MoS_4~(2-)在钢铁表面发生配位化学反应所形成的具有装饰效果的多种彩色Mo-S-Fe表面簇合物膜。FI-IR、F-IR、FT-Raman、XPS和AES分析表明,簇合物膜由Fe、Mo、S、O元素组成,在膜表面铁以Fe(Ⅲ)、钼以Mo(Ⅵ)状态存在,而在膜内层以Fe(Ⅱ)、Mo(Ⅳ)和Mo(Ⅵ)共存,S和O都呈-2介,膜表面含少量 4、 6价硫。从AES深度分布曲线的组成恒定区求得了各组元素的相对原子百分浓度和膜层厚度,反应时间越长,膜越厚,膜为多分层子结构。加热后膜层所含元素种类及价态不变,但其元素分布有所改变。     

Correlated random effects regression analysis for a log-normally distributed variable

In regression analysis, it is assumed that the response (or dependent variable) distribution is Normal, and errors are homoscedastic and uncorrelated. However, in practice, these assumptions are rarely satisfied by a real data set. To stabilize the heteroscedastic response variance, generally, log-transformation is suggested. Consequently, the response variable distribution approaches nearer to the Normal distribution. As a result, the model fit of the data is improved. Practically, a proper (seems to be suitable) transformation may not always stabilize the variance, and the response distribution may not reduce to Normal distribution. The present article assumes that the response distribution is log-normal with compound autocorrelated errors. Under these situations, estimation and testing of hypotheses regarding regression parameters have been derived. From a set of reduced data, we have derived the best linear unbiased estimators of all the regression coefficients, except the intercept which is often unimportant in practice. Unknown correlation parameters have been estimated. In this connection, we have derived a test rule for testing any set of linear hypotheses of the unknown regression coefficients. In addition, we have developed the confidence ellipsoids of a set of estimable functions of regression coefficients. For the fitted regression equation, an index of fit has been proposed. A simulated study illustrates the results derived in this report.     

A surplus process involving a compound Poisson counting process and applications

Abstract

In this paper, we introduce a surplus process involving a compound Poisson counting process, which is a generalization of the classical ruin model where the claim-counting process is a homogeneous Poisson process. The incentive is to model batch arrival of claims using a counting process that is based on a compound distribution. This reduces the difficulty of modeling claim amounts and is consistent with industrial data. Recursive formula, some properties and relevant main ruin theory results are provided. Further, we consider applications involving zero-truncated negative binomial and zero-truncated binomial batch arrivals when the claim amounts follow exponential or Erlang distribution.     

Optimal control strategies for dividend payments and capital injections in compound Markov binomial risk model with penalties for deficits

We consider the compound Markov binomial risk model. The company controls the amount of dividends paid to the shareholders as well as the capital injections in order to maximize the cumulative expected discounted dividends minus the discounted capital injections and the discounted penalties for deficits prior to ruin. We show that the optimal value function is the unique solution of an HJB equation, and the optimal control strategy is a two-barriers strategy given the current state of the Markov chain. We obtain some properties of the optimal strategy and the optimal condition for ruining the company. We offer a high-efficiency algorithm for obtaining the optimal strategy and the optimal value function. In addition, we also discuss the optimal control problem under a restriction of bounded dividend rates. Numerical results are provided to illustrate the algorithm and the impact of the penalties.