期刊文献+
共找到3篇文章
< 1 >
每页显示 20 50 100
基于领域工程方法的新一代ERP系统研究
1
作者 陆洪潮 薛胜军 《电脑知识与技术》 2009年第2期973-975,共3页
针对当前ERP系统提高可重构性研发中存在的不足,本文按照领域工程的实施过程.对新一代ERP系统分别进行了需求分析、软件体系结构设计和应用系统实施方面的研究,重点分析领域内变化性需求的处理,最后提出了响应领域内变化性需求的实... 针对当前ERP系统提高可重构性研发中存在的不足,本文按照领域工程的实施过程.对新一代ERP系统分别进行了需求分析、软件体系结构设计和应用系统实施方面的研究,重点分析领域内变化性需求的处理,最后提出了响应领域内变化性需求的实施策略。 展开更多
关键词 新一代ERP系统 领域工程 构件 软件体系结构 变化性需求
下载PDF
Microscopic Fuzzy Urban Traffic Simulation with Variable Demand
2
作者 Masashi Okushima Takamasa Akiyama Madhu Errampalli 《Journal of Civil Engineering and Architecture》 2012年第5期541-556,共16页
Some microscopic traffic simulations on urban road network are developed up to now. However, the effect of urban transport policy in the local city is influenced with the complex interaction of automobile traffic and ... Some microscopic traffic simulations on urban road network are developed up to now. However, the effect of urban transport policy in the local city is influenced with the complex interaction of automobile traffic and public transport traffic. Particularly, behaviours of vehicles should be described with the fuzziness of the subjective recognition and operation. On the other hand, the trip makers are influenced by various transport policies in terms of mode choice behaviour. The change in mode choice behaviour and number of public transport mode users would eventually affect traffic flow conditions on road network. Modal spilt and traffic conditions of a network are interrelated. Therefore, the present study mainly aims to integrate mode choice model and microscopic traffic simulation model based on fuzzy logic. In the study, the fuzzy logic based mode choice model is proposed. The proposed mode choice model and the existing microscopic traffic simulation model are combined. The developed model has been applied on real urban network to demonstrate the effectiveness of the installation of LRT system. Finally, it is helpful for evaluation of transport policy that the fuzzy logic based microscopic traffic simulation with modal choice model has been constructed. 展开更多
关键词 Microscopic traffic simulation mode choice fuzzy reasoning LRT.
下载PDF
DYNAMIC PORTFOLIO CHOICE UNDER THE TIME-VARYING,JUMPS,AND KNIGHT UNCERTAINTY OF ASSET RETURN PROCESS 被引量:4
3
作者 Chaolin HE Weidong MENG 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2012年第5期896-908,共13页
By introducing a stochastic element to the double-jump diffusion framework to measure the Knight uncertainty of asset return process, this paper builds the model of dynamic portfolio choice, which maximizes the expect... By introducing a stochastic element to the double-jump diffusion framework to measure the Knight uncertainty of asset return process, this paper builds the model of dynamic portfolio choice, which maximizes the expected utility of terminal portfolio wealth. Through specifying the state function of uncertainty-aversion, it utilizes the max-min method to derive the analytical solution of the model to study the effect of the time-varying, jumps, and Knight uncertainty of asset return process on dynamic portfolio choice and their interactions. Results of comparative analysis show: The time-varying results in positive or negative intertemporal hedging demand of portfolio, which depends on the coefficient of investor's risk aversion and the correlation coefficient between return shift and volatility shift; the jumps in asset return overall reduce investor's demand for the risky asset, which can be enhanced or weakened by the jumps in volatility; due to the existing of the Knight uncertainty, the investor avoids taking large position on risky asset, and the resulting is the improving of portfolio's steady and immunity. At last, an empirical study is done based on the samples of Shanghai Exchange Composite Index monthly return data from January 1997 to December 2009, which not only tests the theoretical analysis but also demonstrates that the proposed method in the paper is useful from the aspect of portfotio's equivalent utility. 展开更多
关键词 Conditional characteristic function dynamic portfolio JUMPS Knight uncertainty spec-tral generalized method of moments time-varying.
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部