基于多标准的ABC分类库存模型

ABC分类库存方法是企业应用最广泛的库存分类方法之一。国内外学者在研究ABC库存分析法时通常只针对一种分类标准,然而按照多种标准进行分类的库存模型则研究的相对较少。提出了一种新型的基于多标准的ABC分类库存模型,此模型概括了线性和非线性的情况,重点研究库存物品权重在分类中的影响作用。通过对比本模型与AHP方法所得出的结果,然后进行数据整理、对比分析,得出了库存物品的权重在分类决策中占有非常重要的地位。最后,通过数据证明得到此研究方法在库存决策方面更优,能够更好地为库存管理者提供决策依据。     

儿童视角的叙事学意义

儿童视角是儿童发现以后被作家们所亲睐的一种叙事策略 ,它的出现而构成的叙事学意义是多重的 :直接参与了对传统的全知叙事视角的变革 ;形成了活泼天真的叙述者及独特的文本内容、单纯稚嫩清新的叙事口吻、冷静客观的叙事态度以及复调的结构特征等等     

我国教师专业化建设中的问题及策略

分析了我国教师专业化过程中师资队伍的稳定、教师培养的质量、教师职业的专业地位及教师资格证制度等问题,提出了我国教师专业化发展要构建多元教师教育体系、提高教师培养水平、完善教师资格制度和倡导终身学习等策略。     

Generalized Augmentation to Control the False Discovery Exceedance in Multiple Testing

Abstract.  A new multiple testing procedure, the generalized augmentation procedure (GAUGE), is introduced. The procedure is shown to control the false discovery exceedance and to be competitive in terms of power. It is also shown how to apply the idea of GAUGE to achieve control of other error measures. Extensions to dependence are discussed, together with a modification valid under arbitrary dependence. We present an application to an original study on prostate cancer and on a benchmark data set on colon cancer.     

翻译标准的多元性、动态性和模糊性

翻译标准是衡量译文质量优劣的一种尺度,古今中外关于翻译标准的论述异彩纷呈,但没有一个放之四海而皆准的标准。通过分析各种翻译标准发现,翻译标准难以统一的主要原因在于翻译标准的本质特性,即：翻译标准的多元性、动态性和模糊性。     

From Navigation to Negotiation: An Examination of the Lived Experiences of Black Gay Male Alumni of Historically Black Colleges and Universities

This research presents an examination of Black gay men and their lived experiences while undergraduates at historically Black colleges and universities (HBCUs). Based on 10 in-depth interviews with self-identified Black gay men, the author presents four emergent themes, which reveal the complex ways in which Black gay men navigate and negotiate the intersections of their multiple identities as related to race, sexual orientation, and gender at HBCUs. The findings of this research have implications for larger discussions of community, Black masculinity, and gay identity in predominantly Black and non-Black contexts.     

Robust inference for group sequential trials

For ethical reasons, group sequential trials were introduced to allow trials to stop early in the event of extreme results. Endpoints in such trials are usually mortality or irreversible morbidity. For a given endpoint, the norm is to use a single test statistic and to use that same statistic for each analysis. This approach is risky because the test statistic has to be specified before the study is unblinded, and there is loss in power if the assumptions that ensure optimality for each analysis are not met. To minimize the risk of moderate to substantial loss in power due to a suboptimal choice of a statistic, a robust method was developed for nonsequential trials. The concept is analogous to diversification of financial investments to minimize risk. The method is based on combining P values from multiple test statistics for formal inference while controlling the type I error rate at its designated value.This article evaluates the performance of 2 P value combining methods for group sequential trials. The emphasis is on time to event trials although results from less complex trials are also included. The gain or loss in power with the combination method relative to a single statistic is asymmetric in its favor. Depending on the power of each individual test, the combination method can give more power than any single test or give power that is closer to the test with the most power. The versatility of the method is that it can combine P values from different test statistics for analysis at different times. The robustness of results suggests that inference from group sequential trials can be strengthened with the use of combined tests.     

Multiphase experiments in practice: A look back

Multiphase experiments are introduced and an overview of their design and analysis as it is currently practised is given via an account of their development since 1955 and a literature survey. Methods that are available for designing and analysing them are outlined, with an emphasis on making explicit the role of the model in their design. The availability of software and its use is described in detail. Overall, while multiphase designs have been applied in areas such as plant breeding, plant pathology, greenhouse experimentation, product storage, gene expression studies, and sensory evaluation, their deployment has been limited.     

Decomposition of the main effects and interaction term by using orthogonal polynomials in multiple non symmetrical correspondence analysis

The multiple non symmetric correspondence analysis (MNSCA) is a useful technique for analyzing a two-way contingency table. In more complex cases, the predictor variables are more than one. In this paper, the MNSCA, along with the decomposition of the Gray–Williams Tau index, in main effects and interaction term, is used to analyze a contingency table with two predictor categorical variables and an ordinal response variable. The Multiple-Tau index is a measure of association that contains both main effects and interaction term. The main effects represent the change in the response variables due to the change in the level/categories of the predictor variables, considering the effects of their addition, while the interaction effect represents the combined effect of predictor categorical variables on the ordinal response variable. Moreover, for ordinal scale variables, we propose a further decomposition in order to check the existence of power components by using Emerson's orthogonal polynomials.     

Vine copula constructions of higher-dimensional dependent reliability systems

Copulas have proved to be very successful tools for the flexible modeling of dependence. Bivariate copulas have been deeply researched in recent years, while building higher-dimensional copulas is still recognized to be a difficult task. In this paper, we study the higher-dimensional dependent reliability systems using a type of decomposition called “vine,” by which a multivariate distribution can be decomposed into a cascade of bivariate copulas. Some equations of system reliability for parallel, series, and k-out-of-n systems are obtained and then decomposed based on C-vine and D-vine copulas. Finally, a shutdown system is considered to illustrate the results obtained in the paper.