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Semi-supervised identification of cancer subgroups using survival outcomes and overlapping grouping information

Wei, Wei; Sun, Zequn; da Silveira, Willian A; Yu, Zhenning; Lawson, Andrew; Hardiman, Gary; Kelemen, Linda E; Chung, Dongjun

Authors

Wei Wei

Zequn Sun

Zhenning Yu

Andrew Lawson

Gary Hardiman

Linda E Kelemen

Dongjun Chung



Abstract

Identification of cancer patient subgroups using high throughput genomic data is of critical importance to clinicians and scientists because it can offer opportunities for more personalized treatment and overlapping treatments of cancers. In spite of tremendous efforts, this problem still remains challenging because of low reproducibility and instability of identified cancer subgroups and molecular features. In order to address this challenge, we developed Integrative Genomics Robust iDentification of cancer subgroups (InGRiD), a statistical approach that integrates information from biological pathway databases with high-throughput genomic data to improve the robustness for identification and interpretation of molecularly-defined subgroups of cancer patients. We applied InGRiD to the gene expression data of high-grade serous ovarian cancer from The Cancer Genome Atlas and the Australian Ovarian Cancer Study. The results indicate clear benefits of the pathway-level approaches over the gene-level approaches. In addition, using the proposed InGRiD framework, we also investigate and address the issue of gene sharing among pathways, which often occurs in practice, to further facilitate biological interpretation of key molecular features associated with cancer progression. The R package "InGRiD" implementing the proposed approach is currently available in our research group GitHub webpage ( https://dongjunchung.github.io/INGRID/ ).

Citation

Wei, W., Sun, Z., da Silveira, W. A., Yu, Z., Lawson, A., Hardiman, G., …Chung, D. (2019). Semi-supervised identification of cancer subgroups using survival outcomes and overlapping grouping information. Statistical Methods in Medical Research, 28(7), 2137-2149. https://doi.org/10.1177/0962280217752980

Journal Article Type Article
Online Publication Date Jan 16, 2018
Publication Date 2019-07
Deposit Date Oct 25, 2024
Journal Statistical Methods in Medical Research
Print ISSN 0962-2802
Electronic ISSN 1477-0334
Publisher SAGE Publications
Peer Reviewed Peer Reviewed
Volume 28
Issue 7
Pages 2137-2149
DOI https://doi.org/10.1177/0962280217752980