A matrix approach to performance data modeling, analysis and visualization

A. Waheed, Bernd Kronmüller, D. Rover
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引用次数: 1

Abstract

For large-scale systems depending on numerous parameters and variables, matrices are considered to be a very useful notation. Techniques of linear algebra can be used to analyze the system and understand its behavior. To apply the matrix notation to large-scale computer systems is a novel approach to gain insight into its concurrent activities, which is not an easy task without special analysis methods. Therefore, we introduce a matrix notation for the performance data. Using a metric-based performance matrix, the transformations to the different analysis domains (e.g. spatial and temporal) are explained. This approach towards performance analysis benefits from the methods of linear algebra and provides a mathematical means of analysis as an alternative to approaches based on database systems.<>
一个矩阵方法的性能数据建模,分析和可视化
对于依赖于大量参数和变量的大型系统,矩阵被认为是一种非常有用的符号。线性代数的技术可以用来分析系统和理解它的行为。将矩阵符号应用于大型计算机系统是一种了解其并发活动的新方法,如果没有特殊的分析方法,这不是一项容易的任务。因此,我们引入了性能数据的矩阵表示法。使用基于度量的性能矩阵,解释了到不同分析域(例如空间和时间)的转换。这种性能分析方法受益于线性代数方法,并提供了一种数学分析方法,作为基于数据库系统的方法的替代方法。
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