Professor at Wroclaw University of Science and Technology

Joined March 2012
16 Photos and videos
The "most accurate" LLM for systematic-review screening silently discarded 63% of the relevant papers. Our new open-access paper @ISTJrnal (Information and Software Technology) shows why standard metrics mislead — and what to use instead. 🧵 doi.org/10.1016/j.infsof.202…
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LLM4SCREENLIT = recommendations for authors AND a one-page checklist for editors/reviewers, split by study type (benchmarking vs deployment). Validated on 9 LLMs × 24 SE secondary studies (34,528 articles). With Prof. Barbara Kitchenham & @ProfMShepperd .
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Everything is open: 📄 Paper (CC-BY): doi.org/10.1016/j.infsof.202… 🧰 Replication package — R/Python metric scripts fillable checklist: doi.org/10.6084/m9.figshare.… Use it and adapt it.

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Personalized Share Link to our new @ISTJrnal paper "Test case prioritization: A systematic review using snowballing and TCPFramework with approach combinators": authors.elsevier.com/a/1me%7…

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New paper in Information & Software Technology🚀 We introduce "approach combinators"—ensemble Test Case Prioritization methods improving regression testing.💡 By T. Chojnacki & @LechMadeyski 🔗 doi.org/10.1016/j.infsof.202… #SoftwareTesting #TestCasePrioritization #SoftwareEngineering

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📊 How does it work? The graphical abstract below presents a simplified view of our framework. Test suites are passed through different combinations of simple models to produce a highly efficient test ordering—without the need for heavy computation. 👇
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💡 The Results: By integrating existing strategies, approach combinators consistently improve regression testing. The ultimate takeaway? We achieve state-of-the-art TCP performance across diverse software projects! 🏆 #QA #CICD #AcademicTwitter
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Tests based on pˆ always had better or equal power than tests based on Cliff’s d, and across all but one simulation condition, pˆ Type 1 error rates were less biased.
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Conclusions: Using pˆ is a low-risk option for analysing and meta-analysing data from small sample-size SE randomized experiments. Parametric methods are only preferable if you have prior knowledge of the data distribution.
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