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基于SPN的信息系统生存性分析建模研究 被引量:4
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作者 张乐君 国林 +3 位作者 张冰 杨武 王巍 杨永田 《计算机研究与发展》 EI CSCD 北大核心 2009年第6期1019-1027,共9页
研究基于随机Petri网(SPN)的信息系统生存性分析建模方法.首先,将信息系统抽象为请求组件、通信组件、处理组件和存储组件4个部分;其次,将信息系统工作流程形式化描述和生存性分析建模相结合,并分别描述了通用信息系统、系统组件失效修... 研究基于随机Petri网(SPN)的信息系统生存性分析建模方法.首先,将信息系统抽象为请求组件、通信组件、处理组件和存储组件4个部分;其次,将信息系统工作流程形式化描述和生存性分析建模相结合,并分别描述了通用信息系统、系统组件失效修复、串联并接、冗余以及具有可生存属性组件的随机Petri网建模方法.从而对系统形式化描述的同时对系统生存性能做了定性和定量分析;最后,仿真实验证明基于SPN建模方法分析信息系统生存性的有效性和准确性,并为可生存的信息系统设计提供理论基础和指导. 展开更多
关键词 信息系统 生存性 随机PETRI网 服务生存性 生存性分析模型
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Influence and Local Influence for Explained Variation in Survival Analysis
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作者 Refah Alotaibi 《Journal of Mathematics and System Science》 2014年第8期523-545,共23页
The amount of explained variation R2 is an overall measure used to quantify the information in a model and especially how useful the model might be when predicting future observations, explained variation is useful in... The amount of explained variation R2 is an overall measure used to quantify the information in a model and especially how useful the model might be when predicting future observations, explained variation is useful in guiding model choice for all types of predictive regression models, including linear and generalized linear models and survival analysis. In this work we consider how individual observations in a data set can influence the value of various R2 measures proposed for survival analysis including local influence to assess mathematically the effect of small changes. We discuss methodologies for assessing influence on Graf et al.'s R2G measure, Harrell's C-index and Nagelkerke's R2N. The ideas are illustrated on data on 1391 patients diagnosed with Diffuse Large B-cell Lymphoma (DLBCL), a major subtype ofNon-Hodgkin's Lymphoma (NHL). 展开更多
关键词 INFLUENCE local influence C-index explained variation.
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Analysis of a mutualism model with stochastic perturbations 被引量:3
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作者 Mei Li Hongjun Gao +1 位作者 Chenfeng Sun Yuezheng Gong 《International Journal of Biomathematics》 2015年第6期19-36,共18页
This paper is concerned with a mutualism ecological model with stochastic perturba- tions. The local existence and uniqueness of a positive solution are obtained with positive initial value, and the asymptotic behavio... This paper is concerned with a mutualism ecological model with stochastic perturba- tions. The local existence and uniqueness of a positive solution are obtained with positive initial value, and the asymptotic behavior to the problem is studied. Moreover, we show that the solution is stochastically bounded, uniformly continuous and stochastic perma- nence. The sufficient conditions for the system to be extinct are given and the conditionsfor the system to be persistent are also established. At last, some figures are presented to illustrate our main results. 展开更多
关键词 Ito's formula mutualism model persistent in mean EXTINCTION uniformlycontinuous.
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