Spectral Expansion Method for Cloud Reliability Analysis

K. Karthikeyan, A. Bharathi
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Abstract

Cloud Computing is a computing hypothesis, where a huge group of systems linked together in private, public or hybrid network, to offer dynamically amendable infrastructure for data storage, file storage and application. With this emerging technology, application hosting, delivery, content storage, and reduced computation cost, and it acts as an essential module for backbone of the Internet of Things (IOT). The efficiency of cloud Service providers (CSP) could be improved by considering significant factors such as availability, reliability, usability, security, responsiveness, and elasticity. Assessment of these factors leads to efficiency in designing scheduler for CSP. This metrics also improved the Quality of Service (QoS) in cloud. Many existing model and approaches evaluate this metrics. But these existing approaches doesn't offer efficient outcome. In this paper, a prominent performance model named as Spectral Expansion Method (SPM) evaluates cloud reliability. Spectral expansion Method (SPM) is a huge technique useful in reliability and performance modelling of computing system. This approach solves the Markov model of Cloud service Provider (CSP) to predict the reliability. The SPM is better compared to matrix geometric methods.
云可靠性分析的谱展开方法
云计算是一种计算假设,其中一个庞大的系统组在私有、公共或混合网络中连接在一起,为数据存储、文件存储和应用程序提供动态修改的基础设施。借助这一新兴技术,应用程序托管、交付、内容存储和计算成本降低,成为物联网(IOT)骨干的重要模块。通过考虑可用性、可靠性、可用性、安全性、响应性和弹性等重要因素,可以提高云服务提供商(CSP)的效率。对这些因素的评估有助于提高CSP调度程序的设计效率。该指标还提高了云中的服务质量(QoS)。许多现有的模型和方法评估这个度量。但是这些现有的方法并不能提供有效的结果。在本文中,一个著名的性能模型被称为光谱展开法(SPM)来评估云的可靠性。谱展开法(SPM)是计算系统可靠性和性能建模的重要技术。该方法解决了云服务提供商(CSP)的马尔可夫模型来预测可靠性。SPM方法优于矩阵几何方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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