基于度量用户需求权重法选择物联网WSNIDS

Q2 Engineering
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摘要

物联网(IoT) WSNIDS是一种网络安全软件,用于检测漏洞利用以抵御攻击。WSNIDS的选择取决于物联网架构和应用。管理员将决定哪个WSNIDS将是传感器网络的最佳解决方案。没有一种解决方案可能适用于所有人,因此管理员必须将单个WSNIDS提供的功能与经济、信息和愿望等同起来,以找到最适合他们的解决方案。本文的概念为物联网的WSNIDS选择提供了一种基于用户需求权重的方法。我们首先讨论用户的WSNIDS需求和WSNIDS指标,然后为每个WSNIDS需求匹配相关的指标。用户需要在一个有限的集合中列出他们的WSNIDS必需品,这些必需品的重要性从最少到最多不等。用户需求经常以积极的形式表示,或者转化为乐观的形式。初始需求(即,最低重要性)被分配最低权重(例如,1),而其余需求则按其相对重要性的比例分配越来越多的权重。一旦对必需品进行了加权,每个WSNIDS指标将被分配一个与它将要贡献的必需品的总权重相同的权重。WSNIDS指标按向下的顺序组织,其中权重最大的指标位于最上面的位置。在度量权值与WSNIDS特征匹配后,可以选择合适的WSNIDS方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Selecting IOT WSNIDS Based on Metrics User Necessity Weight Approach
Internet of Things (IoT) WSNIDS is a network security software that is built for detection of vulnerability exploits against attacks. The choice of WSNIDS depends on the IoT architecture and application. The administrator is the one who will decide which WSNIDS will be the best solution for the sensor network. Not one solution is possible that is going to work for all, so administrator has to equate the abilities that individual WSNIDS provide along with economical, information and desires to find one that works top for them. The concept in this paper offers a user requirement weight-based method to WSNIDS choice for IoT. We primary discuss user WSNIDS requirements and WSNIDS metrics, after that for each WSNIDS necessity we match the metric(s) that are concerned. User are required to lists their WSNIDS necessities in a limited collection that are significant ranging from least to most. User necessities are frequently indicated in a positive form or transformed to the optimistic form. The initial requisite (i.e., minimum significant) is allocated the lowest weight (e.g., one) while the remaining requirements are allocated growing weights in proportion to their relative importance. Once the necessities are weighted, each WSNIDS metric is allocated a weight that is identical to the totality of the weights of the necessities it is going to contribute. WSNIDS metrics are organized in downward sequence where metric having maximum weight is at the topmost position. Suitable WSNIDS means may be selected after match is done between the metrics weight and WSNIDS features.
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