MVL条件下k-out-of-n：S系统的研究

Research on MVL k-out-of-n:S System

复杂网络环境下的系统组件往往处于多种不同状态,二值逻辑(BL)在描述多种组件状态时显得无能为力。本文提出了采用多值逻辑(MVL)分析组件状态,重点描述k-out-of-n:S系统模型,并采用Minkowski距离和定义可生存性函数描述系统状态和可生存性。实验表明,MVL条件下的k-out-of-n:S模型很好地描述了系统的状态和可生存性。

Components have multi-states in complex network environment, and binary logic （BL） is very limited to de-scribe this situation. So, multi-valued logic （MVL） is adopted to analyze component state in this paper. Further, k- out-of-n： S system model is emphasized. System state and survivability are described by Minkowski distance and our defined survivable function. Experiments show that our k-out-of n： S system using MVL can be capable to describe system state and survivability.