What do the software reliability growth model parameters represent?

Y. Malaiya, J. Denton
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引用次数: 47

Abstract

Here we investigate the underlying basis connecting the software reliability growth models to the software testing and debugging process. This is important for several reasons. First, if the parameters have an interpretation, then they constitute a metric for the software test process and the software under test. Secondly, it may be possible to estimate the parameters even before testing begins. These a priori values can serve as a check for the values computed at the beginning of testing, when the test-data is dominated by short term noise. They can also serve as initial estimates when iterative computations are used. Among the two-parameter models, the exponential model is characterized by its simplicity. Both its parameters have a simple interpretation. However, in some studies it has been found that the logarithmic Poisson model has superior predictive capability. Here we present a new interpretation for the logarithmic model parameters. The problem of a priori parameter estimation is considered using actual data available. Use of the results obtained is illustrated using examples. Variability of the parameters with the testing process is examined.
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软件可靠性增长模型参数代表什么?
本文研究了将软件可靠性增长模型与软件测试调试过程联系起来的基础。这一点很重要,原因有几个。首先,如果参数有解释,那么它们构成了软件测试过程和被测软件的度量。其次,甚至在测试开始之前就可以估计参数。当测试数据被短期噪声主导时,这些先验值可以作为测试开始时计算值的检查。当使用迭代计算时,它们也可以作为初始估计。在双参数模型中,指数模型具有简单的特点。它的两个参数都有一个简单的解释。然而,在一些研究中发现对数泊松模型具有优越的预测能力。在这里,我们提出了对数模型参数的一种新的解释。利用现有的实际数据考虑了先验参数估计问题。用实例说明了所得结果的应用。参数随测试过程的变化进行了检验。
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