Maximum principle for control problems with uncertain horizon and variable discount rate

We consider an optimal control problem in which the time horizon is a random variable and the discount factor may depend on the past state and control values. This problem combines features of controlled piecewise deterministic processes and recursive utility maximization. Applying a simple transformation and a refined version of Halkin's proof of the maximum principle for optimal control problems on unbounded time intervals (Ref. 1), we obtain the maximum principle for the problem under consideration. Our assumptions are weaker than those of related results in the literature.This research was supported by a grant from the Austrian Science Foundation, Vienna, Austria.     

非线性系统的高阶迭代学习控制算法

本文对一般非线性系统,提出了三种高阶迭代学习控制算法:(Ⅰ)u_(h 1)=sum from j=1 to r(P_ju_(k-j 1) Г_je_(h-j 1));(Ⅱ)u_(k 1)=sum from j=1 to r(P_ju_(k-j 1) F_je_(k-j 1));(Ⅲ)u_(k 1)=sum from j=1 to r{P_ju_(k-j 1) (Г_j F_jd/(dt))e_(k-j 1)},其中u_(k 1)=u_(k 1)(t)表示系统第k 1次运行时的输入;e_k=y_k-y_d;y_d是系统所期望的输出;y_k是系统第k次运行时的输出;P_j,Г_j,F_j(j=1,…,r)是常数阵;进而给出了比较弱的收敛性条件。     

相位共轭反馈光波用于图像衬度控制

本文提出了一种利用双相位共轭反射镜的实时图像衬度控制方法。给出了理论分析,提出了一种实验方案,给出了模拟实验结果。     

Quadratic assignment problems

This paper surveys quadratic assignment problems (QAP). At first several applications of this problem class are described and mathematical formulations of QAPs are given. Then some exact solution methods and good heuristics are outlined. Their computational behaviour is illustrated by numerical results. Further recent results on the asymptotic probabilistic behaviour of QAPs are outlined.     

On a class of optimum problems in structural design

The paper deals with the existence of solutions for a class of optimal design problems. The notion of relaxation of an integral functional with respect toG-convergence is introduced, and a general integral representation theorem is obtained for the relaxed functional. For a particular class of functionals, this integral representation is computed explicitly.This work has been realized in a National Research Project in Mathematics supported by the Ministero della Pubblica Istruzione (Italy).     

ATM网络中突发业务的漏桶算法分析

统计复用可以使突发业务获得较高的频带利用率，但必须对输入的业务量进行恰当的控制，否则会造成严重的网络拥塞，漏桶法是ＡＴＭ网络基于速率调节进行业务量控制的一种重要的方法，本文对突发业务的漏桶算法进行了分析，得出了突发业务的漏桶性能与输入业务统计参数和漏桶参数之间关系的解析式，计算机模拟结果表明它与理论分析的一致性。     

重庆瓦斯利用的环境影响评价

重庆是全国有名的高瓦斯矿井和煤与瓦斯突出矿井集中的地区,瓦斯资源丰富。基于矿井安全生产,从1958年开始抽放矿井瓦斯,抽放量不断提高,瓦斯利用规模迅速扩大。瓦斯的主要成分是甲烷,甲烷是主要的温室气体之一,也是一种洁净优质能源。利用瓦斯,减少瓦斯空排量,对节能降耗,减缓温室效应,保护环境有着重要的意义。     

基于频域活动性的码率控制算法的研究

码率控制是恒定码率视频压缩编码系统的一个关键研究课题。本文提出了一种基于频域活动性的修正的TM5码率控制算法。该算法以TM5为基础，同时采用了一些有效的措施．诸如：频域括动性分析、场景变化分析、码字利用映像和强制缓存控制等。对所提出的修正的TM5码率控制算法．本文进行了计算机模拟实验，实验结果证明了本文所提出的算法可以有效地弥补现有的码率控制算法的不足，可适用于多种视频压缩的应用领域。     

通信网络动态优化与控制研究

引入现代控制科学,建立了一般通信网络的状态控制模型与目标控制模型,利用庞特李亚金极大值原理,研究通信网络最优控制的基本条件、本质意义与一般实现途径,证明了哈密尔顿函数协状态变量稳定解的性质及其在通信网动态优化与控制中的作用与地位。