试论我国刑事附带民事诉讼执行

刑事附带民事案件执行比普通民事执行更难,有其自身特殊的原因。解决刑事附带民事执行难问题已不是执行机构单方面的努力所能解决的,而需要公安机关、人民检察院、监狱和刑事审判庭等各个部门的通力合作。解决刑事附带民事执行难的最终机制在于建立国家补偿制度。     

论言语行为中的性别差异

文章对言语行为理论作了概述,介绍了A ustin及其学生Searle对言语的行为理论的贡献;并对语言使用中的性别差异进行了分析,着重指出了在言语行为三大分类中“言内行为”中存在语音、词汇和句法等方面的性别差异。在此基础上揭示了产生这一现象的生理、心理以及社会的根源,最后指出了重视性别差异现象在英语教学中的意义。     

发展西部图书馆事业的战略思考

西部地区图书馆已经初具规模。但由于受历史、经济、地理、人口等因素的影响和制约 ,与东部地区相比 ,还有相当大的差距。要加快西部图书馆事业的发展 ,一是要解放思想 ,提高全民信息素质 ,二是要加快信息技术在图书馆的应用 ;三是要改革服务模式 ,拓宽服务内容 ;四是要争取资金投入 ,实现文献资源共建共享。     

浅析我国当前的失业问题

我国当前的失业问题，其核心因素是供需双方的知识结构偏离，人力资源政策是解决失业问题的关键措施。     

校园暴力的成因分析及预防策略探究

校园暴力看似一种个别的、简单的社会现象,其实却具有复杂的社会心理背景,它是家庭结构或功能不健全、学校管理理念落后、教师管教失当、接受大众传媒负面影响、结交不良同伴等相互作用的混合产物.对校园暴力的预防应充分运用政府、社会、学校、家庭等各方面的资源,职责明确、责任到位,形成校园暴力治理的合力,才能为青少年学生全面和谐发展提供良好的条件.     

论民族教育的“依法治教”及教育事业健康发展

现行民族教育法律制度理论准备有所不足,民族教育立法欠完善,可操作性差。应当正确认识和重新界定“消灭三大差别”的科学内涵,深入调研,转变观念,建立适合我国民族地方条件与民族特点、有利于民族文化传承创新的新的教育模式,制定实施《民族教育法》,促进民族教育“依法治教”和教育事业健康发展。     

一类变系数高阶线性齐次微分方程解的探求(英文)

本文对系数全为多项式和广义多项式的n阶线性齐次微分方程引入特征方程的概念。给出了具有指数型解的充要条件，推广了经典的常系数线性方程和著名的Euler方程的的解法，为求解变系数线性微分方程提供了有效的方法。     

Modern likelihood inference for the maximum/minimum of a bivariate normal vector

ABSTRACT

We consider the use of modern likelihood asymptotics in the construction of confidence intervals for the parameter which determines the skewness of the distribution of the maximum/minimum of an exchangeable bivariate normal random vector. Simulation studies were conducted to investigate the accuracy of the proposed methods and to compare them to available alternatives. Accuracy is evaluated in terms of both coverage probability and expected length of the interval. We furthermore illustrate the suitability of our proposals by means of two data sets, consisting of, respectively, measurements taken on the brains of 10 mono-zygotic twins and measurements of mineral content of bones in the dominant and non-dominant arms for 25 elderly women.     

Lagrange multiplier unit root test in the presence of a break in the innovation variance

We show that the Lagrange multiplier (LM) unit root test exhibits size distortions when a break in the innovation variance exists but is ignored. We develop a modified LM unit root test that is based on a generalized least-squares transformation of the original series. The asymptotic null distribution of the new modified LM unit root test is derived. Finite-sample simulation evidence shows that the modified LM unit root test maintains its size and has reasonable power against the trend stationary alternative.     

New innovational outlier unit root test with a break at an unknown time

The Perron test which is based on a Dickey–Fuller test regression is a commonly employed approach to test for a unit root in the presence of a structural break of unknown timing. In the case of an innovational outlier (IO), the Perron test tends to exhibit spurious rejections in finite samples when the break occurs under the null hypothesis. In the present paper, a new Perron-type IO unit root test is developed. It is shown in Monte Carlo experiments that the new test does not over-reject the null hypothesis. Even for the case of a level and slope break for trending data, the empirical size is near its nominal level. The test distribution equals the case of a known break date. Furthermore, the test is able to identify the true break date very accurately even for small breaks. As an application serves the Nelson–Plosser data set.