Inter-item correlations among function points
Reports on an empirical investigation of Albrecht function points. They investigated the constituent elements of the function point counts to determine whether all the elements are required to provide a valid measure of size; whether the sum of all the elements is a better predictor of effort than t...
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Published in | Proceedings of 1993 15th International Conference on Software Engineering pp. 477 - 480 |
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Main Authors | , |
Format | Conference Proceeding |
Language | English |
Published |
IEEE Comput. Soc. Press
1993
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Subjects | |
Online Access | Get full text |
ISBN | 9780818637001 0818637005 |
ISSN | 0270-5257 |
DOI | 10.1109/ICSE.1993.346018 |
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Abstract | Reports on an empirical investigation of Albrecht function points. They investigated the constituent elements of the function point counts to determine whether all the elements are required to provide a valid measure of size; whether the sum of all the elements is a better predictor of effort than the constituent elements; and whether the complexity adjustments are necessary. The study suggests that function points are not well-formed metrics because there is a correlation between their constituent elements. It also suggests that for the dataset under investigation, two of the constituent elements were as good at predicting effort as the raw function point count and that the unweighted counts can be reasonable predictors of effort.< > |
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AbstractList | Reports on an empirical investigation of Albrecht function points. They investigated the constituent elements of the function point counts to determine whether all the elements are required to provide a valid measure of size; whether the sum of all the elements is a better predictor of effort than the constituent elements; and whether the complexity adjustments are necessary. The study suggests that function points are not well-formed metrics because there is a correlation between their constituent elements. It also suggests that for the dataset under investigation, two of the constituent elements were as good at predicting effort as the raw function point count and that the unweighted counts can be reasonable predictors of effort.< > |
Author | Kansala, K. Kitchenham, B. |
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Snippet | Reports on an empirical investigation of Albrecht function points. They investigated the constituent elements of the function point counts to determine whether... |
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SubjectTerms | Availability Data analysis Hardware Insurance Management training Marketing and sales Predictive models Productivity Scattering Size measurement |
Title | Inter-item correlations among function points |
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