具非线性控制变量的非自治松驰系统时间最优追踪控制问题中的若干结果

本文讨论了一类广义非自治离散松驰系统的时间最优控制问题，将R^n中点曲线的目标约束推广为凸集值函数的超曲线约束．在证明了松驰系统与原系统可达集相等的基础上，得到了最优控制的存在性．由凸集分离定理及终端时间闺值函数方程，我们获得了最大值原理及最优控制时间的确定方法．较之Hamilton方法，本文的条件更一般．离散松驰系统的相关结论可以用于分散控制．     

A value for bi-cooperative games

Bi-cooperative games were introduced by Bilbao et al. as a generalization of TU cooperative games, in which each player can participate positively, negatively, or not at all. In this paper, we propose a definition of a share of the worth obtained by some players after they decided on their participation in the game. It turns out that the cost allocation rule does not look for a given player to her contribution at the opposite participation option to the one she chooses. The relevance of the value is discussed on several examples.     

Gap Continuity of Multimaps

We introduce a notion of continuity for multimaps (or set-valued maps) which is mild. It encompasses both lower semicontinuity and upper semicontinuity. We give characterizations and we consider some permanence properties. This notion can be used for various purposes. In particular, it is used for continuity properties of subdifferentials and of value functions in parametrized optimization problems. We also prove an approximate selection theorem.      

高频金融时序的密度函数肥尾度量

本文在分析高频金融时序的基本特征的基础上,应用极值理论和相关性质估计和检验了肥尾指数。     

浅谈医药连锁企业共同配送模式及利益分配

文章分析了我国医药连锁企业现状及存在的问题,并提出解决这些问题的方法。同时介绍了共同配送的概念和医药连锁企业实施共同配送的模式,最后采用夏普利值方法解决了医药连锁企业共同配送中出现的利益分配问题。     

The Puritan Flavour——Comment on THE SCARLET LETTER

When we analyze literary works, we should comment on whether or not these thoughts contribute to the progress of society. We should comment whether or not it exerts positive influence. We can deeply know about Puritan thoughts and values with the masterpiece --THE SCARLET LETTER     

一类特殊Weibull分布纪录值之和的中心极限定理

给出了参数τ为正整数的倒数为Weibull分布纪录值之和的中心极限定理。     

Models and Inference for Corrosion Pit Depth Data

A new regression structure is introduced to several families of distributions, including the Generalized Extreme Value (GEV) distribution, which are available to explain the distribution of the maximum pit depth of a small sample. This regression structure depends on sample sizes, but under a simple assumption it is also available in the case of unknown sample sizes. GEV with the proposed regression structure provides us with a new extrapolation model for time. Compared to ordinary GEV models, effectiveness of our GEV model is demonstrated for our real data set. Also, comparisons are made with GEV and other two families of distributions with respect to the proposed regression structure.     

A cost allocation problem in urban solid wastes collection and disposal

In this paper we consider a cost allocation problem arising in a consortium for urban solid wastes collection and disposal. A classical allocation rule is the proportional division according to the volume of wastes collected; here we propose a different allocation method, rooted in game theory, based on a model developed by Fragnelli et al. [3], using the Shapley Value and the Owen Value as allocation rules. The model was applied to the data of the consortium Ovadese – Valle Scrivia, comparing our results and the actual ones.     

四元数分析中的T算子与两类边值问题

本文研究四元数分析中的非齐次 Ｄｉｒａｃ方程．引入了这类方程的分布解即 Ｔ算子,证明了Ｔ算子的一些性质并考察了非齐次Ｄｉｒａｃ方程的Ｄｉｒｉｃｈｌｅｔ边值问题,并将结果推广到高阶非齐次Ｄｉｒａｃ方程及这种方程的一类边值问题的情况．