Dealing with a Differentiated Whole: The Philosophy of the WSR Approach

This paper seeks to explore a philosophical ground for the formulation and practice of an Oriental systems methodology, the wuli–shili–renli approach (WSR). Drawing insights from ancient Chinese thought, WSR contends that, in sociotechnical systems design/management, we should investigate and follow wuli, shili, and renli, which constitute a differentiable, dynamic whole. Wuli, shili, and renli condition and determine the fate of our projects, meaning different methods are needed to deal with each differentiable aspect. It also points out that, to deal with wuli, shili, and renli properly, we need to engage in encounters with the "dark side" of Confucianism and with the contemporary tendency of scientism.     

时滞多变量时变系统的最优控制混合仿真研究

应用最优控制理论的极小值原理和参数优化理论 ,叙述了具有常数时滞的多变量时变系统的最优控制算法 ,基于该算法 ,提出了这类系统的数模混合仿真方法和实践方法。混合结果表明 :提出的算法是收敛的 ,且收敛速度优于全数字仿真结果。     

Power-Based Arbitrary Decisional Actions in the Resolution of MIS Project Issues: A Project Manager's Action Research Perspective

As a management information systems (MIS) project manager and an action researcher, the author examined, over time, the influence on information system development (ISD) of the informal sociopolitical organizational actions. The paper reports two cases of action research findings concerning the effect on ISD project implementation processes of power-based arbitrary decisional actions in bureaucratic environments. The research focused on the relationship of such unilateral actions to the interconnected subprocesses of deliberate and conscious attempts by the ISD project members to define and resolve system implementation issues. A suggested conceptual framework for the issue-resolution processes (IRP's) and obstacle-coping processes (OCP's) is based on the author's IRP/OCP-related behavioral constructs and theoretical models dealing with soft-systems issues, especially appreciative system theory and soft-systems methodology, and innovative flexible, "complementarist" (Sinn, 1998) or pluralist problem-solving approaches.     

The Third Track of the Open-Systems-Thinking School: An Application of Domain Theory to New Zealand Ports

The Open-Systems Thinking (OST) school identified with Emery and Trist is situated as an important but underutilized approach in systems thinking. The main features of OST are described, including four "tracks" along which OST has developed. The third track, which focuses on interorganizational domains, is considered in detail. It is then applied to a case concerning the complex social dynamics of and in port domains in New Zealand. This exercise enables us to illuminate some lacunae in previous representations of the port domain research, to assess OST's third track regarding its relevance for systemic practice, and to help to bring OST to the table with other systems approaches that are all vying for the attention of researchers, practicing managers, students, and consultants.     

一类非线性系统的自适应控制律设计

对一类具有三角结构的非线性系统进行自适应控制律的设计,该系统具有不相等的系数,然后证明了该控制能保证系统在平衡点的稳定性     

动态输出反馈网络控制系统鲁棒控制器设计

研究了具有不确定时延的动态输出反馈网络控制系统鲁棒控制器设计问题.考虑小于等于一个采样周期的不确定时延,将动态输出反馈网络控制系统建模为含有不确定性的离散时变系统.利用Lyapunov理论和矩阵不等式方法,推导出系统鲁棒控制律存在的条件,并转化为矩阵不等式表示的可行性问题,从而可利用Matlab LMI工具箱来求解,以便构造鲁棒控制律.Matlab仿真算例说明分析方法和结果是有效可行的.     

真空助力器带主缸总成疲劳试验系统辨识

真空助力器带主缸总成是汽车制动系统的关键增力部件,其气动疲劳试验系统由气动子系统、液压子系统、电控子系统等多个子系统构成,属于复杂的非线性系统。该系统存在众多不确定因素,因此无法直接建立数学模型。为了考察该系统的动态性能,采用递归BP神经网络对该系统进行辨识。试验结果表明,递归BP神经网络能够很好的逼近该复杂非线性系统,在不同时间序列作用下均有较好的泛化能力。     

非线性随机延迟微分方程Euler-Maruyama方法的收敛性

首先利用附近已有节点上的值通过插值对延迟项进行数值逼近,这是一种崭新的尝试;然后针对较一般情形下的一类非线性随机延迟微分方程初值问题,得到了带线性插值的Euler-Maruyama方法在均方意义下是收敛的理论结果,它部分推广了已有文献中的相关结论。     

具有无尺度拓扑与小世界效应的Sierpinski网络

复杂网络是目前国内外研究的热点之一,而分形则被认为是上个世纪学术界的一个重要发现.根据Sierpinski垫这一著名的分形结构,构建了一类确定性网络,称为Sierpinski网络.提出了生成该网络的一个迭代算法,使抽象的网络构造变得具体而直观.研究发现该网络具有与许多现实网络相似的结构特性:幂律度分布、较高的集聚系数和较小的直径.     

基于非线性跟踪—微分器的金融时间序列预测

基于非线性跟踪-微分器的基本原理,开拓性地用二阶离散和三阶离散非线性跟踪-微分器对上证综指进行了预测.从预测结果来看,二阶非线性离散跟踪-微分器预测相对误差控制在8%以内,三阶离散非线性跟踪-微分器预测相对误差控制在5%以内,显示了较好的预测效果.