friends.test: rank-based method for feature selection in interaction matrices
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arXiv
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| Autori principali: | , , , , , , , |
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| Natura: | Preprint |
| Pubblicazione: |
2025
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| _version_ | 1866911381543976960 |
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| author | Suvorikova, Alexandra Kroshnin, Alexey Lvovs, Dmirijs Mukhina, Vera Mironov, Andrey Fertig, Elana J. Danilova, Ludmila Favorov, Alexander |
| author_facet | Suvorikova, Alexandra Kroshnin, Alexey Lvovs, Dmirijs Mukhina, Vera Mironov, Andrey Fertig, Elana J. Danilova, Ludmila Favorov, Alexander |
| contents | The analysis of the interaction matrix between two distinct sets is essential across diverse fields, from pharmacovigilance to transcriptomics. Not all interactions are equally informative: a marker gene associated with a few specific biological processes is more informative than a highly expressed non-specific gene associated with most observed processes. Identifying these interactions is challenging due to background connections. Furthermore, data heterogeneity across sources precludes universal identification criteria.
To address this challenge, we introduce \textsf{friends.test}, a method for identifying specificity by detecting structural breaks in entity interactions. Rank-based representation of the interaction matrix ensures invariance to heterogeneous data and allows for integrating data from diverse sources. To automatically locate the boundary between specific interactions and background activity, we employ model fitting. We demonstrate the applicability of \textsf{friends.test} on the GSE112026 -- transnational data from head and neck cancer. A computationally efficient \textsf{R} implementation is available at https://github.com/favorov/friends.test. |
| format | Preprint |
| id |
arxiv_https___arxiv_org_abs_2512_24843 |
| institution | arXiv |
| publishDate | 2025 |
| record_format | arxiv |
| spellingShingle | friends.test: rank-based method for feature selection in interaction matrices Suvorikova, Alexandra Kroshnin, Alexey Lvovs, Dmirijs Mukhina, Vera Mironov, Andrey Fertig, Elana J. Danilova, Ludmila Favorov, Alexander Quantitative Methods 62H30 (Primary) 62G99, 62P10 (Secondary) J.3 The analysis of the interaction matrix between two distinct sets is essential across diverse fields, from pharmacovigilance to transcriptomics. Not all interactions are equally informative: a marker gene associated with a few specific biological processes is more informative than a highly expressed non-specific gene associated with most observed processes. Identifying these interactions is challenging due to background connections. Furthermore, data heterogeneity across sources precludes universal identification criteria. To address this challenge, we introduce \textsf{friends.test}, a method for identifying specificity by detecting structural breaks in entity interactions. Rank-based representation of the interaction matrix ensures invariance to heterogeneous data and allows for integrating data from diverse sources. To automatically locate the boundary between specific interactions and background activity, we employ model fitting. We demonstrate the applicability of \textsf{friends.test} on the GSE112026 -- transnational data from head and neck cancer. A computationally efficient \textsf{R} implementation is available at https://github.com/favorov/friends.test. |
| title | friends.test: rank-based method for feature selection in interaction matrices |
| topic | Quantitative Methods 62H30 (Primary) 62G99, 62P10 (Secondary) J.3 |
| url | https://arxiv.org/abs/2512.24843 |