Optimal Maximum Norm Estimates and Superconvergence for GDM on Two point Boundary Value Problems

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甘肃早开堇菜和维西堇菜引种驯化初步研究

在野外观察堇菜属野生观赏植物生态生物学特性的基础上, 选择早开堇菜和维西堇菜２ 种不同生态要求的种类进行人工驯化栽培的研究． 结果表明, 堇菜属野生观赏植物实现人工栽培是切实可行的, 应予推广应用     

Value sharing of meromorphic functions and their derivatives

In this paper, we estimate the size of ρn's in the famous L. Zalcman's lemma. With it, we obtain some uniqueness theorems for meromorphic functions f and f^′ when they share two transcendental meromorphic functions.     

Two normality criteria and the converse of the Bloch principle

We prove two normality criteria for a family of meromorphic functions satisfying a certain differential condition and provide a counterexample to the converse of the Bloch principle.     

模糊数和模糊值函数的等式限定运算

通过模糊数的结构元表示方法,利用两个单调函数的自反单调变换构造了等式限定算子,推广了文[6]中的等式限定运算,处理了存在负模糊情况下关于乘法运算的不可逆问题.同时,本文还将等式限定运算推广到模糊值函数上,提出了模糊值函数等式限定运算的结构元方法,解决了模糊值函数运算的不可逆问题.     

Fuzzy区间值函数的含参量积分及一致收敛性

在一元实函数无穷积分定义的基础上,定义了含参量Fuzzy区间值函数的正常积分和无穷积分,给出了含参量无穷积分一致收敛的定义和判定定理.     

区间值模糊数与区间值粗糙模糊数

把经典Z.Pawlak粗糙集与区间值模糊集相结合,研究区间值模糊数的基本理论.讨论区间值模糊数的基本性质和四则运算法则及其与其它各种区间数的关系,并给出区间值模糊数的刻画定理.同时,在经典Z.Pawlak粗糙集的框架下定义实直线上的粗闭区间套,提出区间值粗糙模糊数的定义.利用模糊数的表现定理给出区间值粗糙模糊数的一个刻画.     

Bayesian Copulae Distributions, with Application to Operational Risk Management

The aim of this paper is to introduce a new methodology for operational risk management, based on Bayesian copulae. One of the main problems related to operational risk management is understanding the complex dependence structure of the associated variables. In order to model this structure in a flexible way, we construct a method based on copulae. This allows us to split the joint multivariate probability distribution of a random vector of losses into individual components characterized by univariate marginals. Thus, copula functions embody all the information about the correlation between variables and provide a useful technique for modelling the dependency of a high number of marginals. Another important problem in operational risk modelling is the lack of loss data. This suggests the use of Bayesian models, computed via simulation methods and, in particular, Markov chain Monte Carlo. We propose a new methodology for modelling operational risk and for estimating the required capital. This methodology combines the use of copulae and Bayesian models.      

江西赣江源自然保护区森林涵养水源和净化水质及保育土壤价值核算

赣江源自然保护区是以保护中亚热带常绿阔叶林生态系统为主的自然保护区,涵盖江西的石城、瑞金二县市。流域面积161.008 5 km2。赣江是江西省的母亲河,流域面积83 500 km2,占全省国土面积的48%,保护赣江源区的森林环境资源,对江西经济社会的发展,具有重要的战略和现实意义。     

价值工程在方案设计阶段的应用

利用价值工程对阶梯教室的声学设计方案进行分析,从中选出最为合适的方案,从而以一定的投资达到较大的效益。