Quantitative evaluation of capture-recapture models to control software inspections

被引:21
|
作者
Briand, LC
ElEmam, K
Freimut, B
Laitenberger, O
机构
关键词
D O I
10.1109/ISSRE.1997.630870
中图分类号
TP31 [计算机软件];
学科分类号
081202 ; 0835 ;
摘要
An important requirement to control the inspection of software artifacts if to be able to decide, based on objective information, whether inspection can stop or whether it should continue to achieve a suitable level of artifact quality. Several studies in software engineering have considered the use of capture-recapture models to predict the number of remaining defects in an inspected document as a decision criterion about reinspection. However, no study on software engineering artifacts compares the actual number of remaining defects to the one predicted by a capture-recapture model. Simulations have been performed but no definite conclusions catt be drawn regarding the degree of accuracy of such models under realistic inspection conditions, and the factors affecting this accuracy. Furthermore, none of these studies performed an exhaustive comparison of existing models. fn this study, we focus on traditional inspections and estimate, based on actual inspections' data, the degree of accuracy of all relevant state-of-the-art, capture-recapture models for which statistical estimators exist. We compare the various models' accuracies and look at the impact of the number of inspectors an these accuracies. Results show that models' accuracies are strongly affected by the number of inspectors and, therefore, one must consider this factor before using capture-recapture models. When the number of inspectors is below 4, no model is sufficiently accurate and underestimation may be substantial. In addition, some models perform better than others in a large number of conditions and plausible reasons are discussed, Based an our analyses, we recommend using a model taking into account different probabilities of detecting defects and a Jacknife estimator.
引用
收藏
页码:234 / 244
页数:11
相关论文
共 50 条
  • [41] CAPTURE-RECAPTURE ESTIMATION
    DARROCH, JN
    RATCLIFF, D
    BIOMETRICS, 1980, 36 (01) : 149 - 153
  • [42] CAPTURE-RECAPTURE ANALYSIS
    HAMMERSLEY, JM
    BIOMETRIKA, 1953, 40 (3-4) : 265 - 278
  • [43] CAPTURE-RECAPTURE METHODS
    HOOK, EB
    REGAL, RR
    LANCET, 1992, 339 (8795): : 742 - 742
  • [44] Evaluation of Capture-Recapture Models for Estimating the Abundance of Naturally-Occurring Defects
    Walia, Gursimran Singh
    Carver, Jeffrey C.
    ESEM'08: PROCEEDINGS OF THE 2008 ACM-IEEE INTERNATIONAL SYMPOSIUM ON EMPIRICAL SOFTWARE ENGINEERING AND MEASUREMENT, 2008, : 158 - +
  • [45] Interval estimation for Poisson capture-recapture models in epidemiology
    Farrington, CP
    STATISTICS IN MEDICINE, 2002, 21 (20) : 3079 - 3092
  • [46] MULTISTATE CAPTURE-RECAPTURE MODELS FOR IRREGULARLY SAMPLED DATA
    Mews, Sina
    Langrock, Roland
    King, Ruth
    Quick, Nicola
    ANNALS OF APPLIED STATISTICS, 2022, 16 (02): : 982 - 998
  • [47] Breeding Return Times and Abundance in Capture-Recapture Models
    Pledger, Shirley
    Baker, Edward
    Scribner, Kim
    BIOMETRICS, 2013, 69 (04) : 991 - 1001
  • [48] Autoregressive models for capture-recapture data: A Bayesian approach
    Johnson, DS
    Hoeting, JA
    BIOMETRICS, 2003, 59 (02) : 341 - 350
  • [49] Spatial capture-recapture for categorically marked populations with an application to genetic capture-recapture
    Augustine, Ben C.
    Royle, J. Andrew
    Murphy, Sean M.
    Chandler, Richard B.
    Cox, John J.
    Kelly, Marcella J.
    ECOSPHERE, 2019, 10 (04):
  • [50] Bayesian model selection for spatial capture-recapture models
    Dey, Soumen
    Delampady, Mohan
    Gopalaswamy, Arjun M.
    ECOLOGY AND EVOLUTION, 2019, 9 (20): : 11569 - 11583