学科建设“诊断”的指标体系与评价方法

该文通过对学科建设内容的研究分析，运用模糊数学理论，建立了分层次模糊综合评判模型及其技术方法，有效地解决了对学科建设复杂因素定量化评价的问题。研究中创新性地提出学科建设优度的概念和计算公式，用来对学科建设的状况进行定量分析与评价，有利于找准学科存在的问题与不足，明确努力的方向，达到“以评促建设，以评促改革，以评促发展”的评价目的。在确定评价指标体系和指标分级标准的基础上，应用分层次模糊综合评判模型对不同研究领域的学科进行综合评价，其评价结果较充分地验证了该模型的科学性和实践性，对推进学科建设具有积极的意义。     

用数学函数分析法对统计指数因素分析的进一步改良——谈综合指数体系的缺陷与消除

指数因素分析法是一种重要的统计分析方法,而其分析结果的正确与否取决于所用的指数体系。利用传统的综合指数体系从事因素分析虽方便,使用,但也存在一些不足。本文提出用其他指数体系进行因素分析的思想,以弥补传统综合指数体系在因素分析中的缺陷。     

企业信息系统项目效率的评价方法研究

在简要总结信息系统评价方法的基础上,提出了应用改进的DEA模型客观评价企业信息系统项目效率的方法,建立了信息系统项目的投入和产出指标体系,并实证分析了大型陶瓷企业信息系统项目的相对效率.     

On the preservation of copula structure under truncation

The author characterizes the copula associated with the bivariate survival model of Clayton (1978) as the only absolutely continuous copula that is preserved under bivariate truncation.     

基于层次分析法与模糊评价的学科水平评估

在学科建设中,学科水平评估可以采用专家咨询的方法,分别从学术队伍、科学研究、教学与人才培养和工作条件四个方面设计学科水平评估指标体系,运用层次分析法确定指标权重系数,针对评估指标的模糊性,建立学科水平评估模糊综合评价模型,并通过实例分析和计算,证明该学科水平评估体系合理、有效、可行。     

SMA路面施工应注意的问题

通过对改性沥青SMA面层试验段结果分析,从原材料、拌和、摊铺、碾压等方面对改性沥青及SMA混合料在施工中需要注意的问题及解决的方法进行了阐述。     

聚合物波导折射率渐变型Spot-size converter设计

围绕光致折射率变化聚甲基苯基硅烷高分子光波导，设计了新型的折射率渐变型Spot-size converter，可有效改善光纤与光波导的端面耦合效率．BPM仿真计算显示，耦合效率由78％提高到91％，为器件制备提供了理论依据．     

Dimensions of occupational inequality and Duncan's socioeconomic index

Using the original 1962 Blau and Duncan data for white males, I compare relative amounts of inequality in the distributions of occupational prestige, earnings, autonomy, and job skills. Also assessed are the degree of status rigidity (or intercorrelations) among these four dimensions of occupational inequality and the simultaneous relations among these four dimensions in a father-to-son occupational mobility model. These findings are compared to those obtained with Duncan's socioeconomic index to determine whether additional information can be obtained when using independent measures representing the multiple dimensions of occupational inequality versus using the SEI alone. Only minor discrepancies are found, and these relate to autonomy and earnings.An earlier version of this paper was presented at the 1985 Pacific Sociological Association meetings.     

A Multivariate Model for Repeated Failure Time Measurements

A parametric multivariate failure time distribution is derived from a frailty-type model with a particular frailty distribution. It covers as special cases certain distributions which have been used for multivariate survival data in recent years. Some properties of the distribution are derived: its marginal and conditional distributions lie within the parametric family, and association between the component variates can be positive or, to a limited extent, negative. The simple closed form of the survivor function is useful for right-censored data, as occur commonly in survival analysis, and for calculating uniform residuals. Also featured is the distribution of ratios of paired failure times. The model is applied to data from the literature     

A Class of Efficient Non-parametric K-sample Tests for Multivariate Counting Processes with Frailties

A K -sample testing problem is studied for multivariate counting processes with time-dependent frailty. Asymptotic distributions and efficiency of a class of non-parametric test statistics are established for certain local alternatives. The concept of efficiency is to show that for every non-parametric test in this class, there is a parametric submodel for which the optimal test has the same asymptotic power as the non-parametric one. The theory is applied to analyse a diabetic retinopathy study data set. A simulation study is also presented to illustrate the theory