7 research outputs found

    Case Study for the vudc R Package

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    In this study we present the usage of Cumulative Characteristic Diagram and Quantile Difference Diagram – implemented in the vudc R package – using the results of our research on the connection between version control history data and the related maintainability. With the help of these diagrams, we illustrate the results of five studies, in which we executed contingency Chi-Squared test, Wilcoxon rank tests and variance test. We were motivated by the question: how did these diagrams support the numeric results? We found that the diagrams spectacularly supported the results of the statistic tests, furthermore, they revealed other important connections which were left hidden by the tests

    Variance of source code quality change caused by version control operations

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    Software maintenance consumes huge efforts. Its cost strongly depends on the quality of the source code: an easy-to-maintain code needs much less effort than the maintenance of a more problematic one. Based on experiences, the maintainability of the source code tends to decrease during its lifetime. However, in most of the cases, this decrease is not a smooth linear one, but there are larger and smaller ups and downs, and the net root of these changes generally results in a negative tendency. Detecting common development patterns which similarly influence the maintainability could help to stop or even turn back source code erosion. In this research the scale of the ups and downs are investigated, namely that which version control operations cause bigger and which smaller changes in the maintainability. We calculated the maintainability and collected the cardinality of each version control operation for every revision of four inspected software systems. With the help of these data we checked which version control operation causes higher absolute code quality changes and which lower. We found clear connection between version control operations and the variance of the maintainability changes. File Additions and file Deletions caused significantly higher variance in maintainability changes compared to file Updates. Commits containing higher number of operations - regardless of the type of the operation - caused higher variance in maintainability changes than those commits containing lower number of operations. As a practical conclusion, it is recommended to pay special attention to the quality of commits containing new file additions, e.g. with the help of a mandatory code review

    Visualization of univariate data for comparison

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    "A picture is worth a thousand words.” This idiom is true for research studies as well: illustrations in a paper helps the reader to better understand the findings of the authors. There are already several possibilities for visualizing data. But there always exist cases when the currently available diagram types are not useful enough. We also ran into such a situation, and created two new diagram types: Cumulative Characteristic Diagram and Quantile Difference Diagram for illustrating data sets of numeric types. The Cumulative Characteristic Diagram is a curve, which is based on the non-ascending order of the values. It makes it easy to read many characteristics of the input data, and it is suitable to find similarities and differences between several data sets quickly. Quantile Difference Diagram draws the differences of two ascending sets of data on the same quantiles. This diagram is suitable to illustrate in which subset the data are higher, and it also reveals some important details, which would remain hidden using statistic tests only. We found them very useful both in explaining our actual results, and gaining ideas for further development directions. In this article we show the usefulness of these diagrams illustrating the results of Contingency ChiSquared tests, Wilcoxon rank tests and variance tests

    The 9th Conference of PhD Students in Computer Science

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    Annales Mathematicae et Informaticae (46.)

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    Annales Mathematicae et Informaticae (45.)

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