Accurate diagnosis of lymphoma on whole-slide histopathology images using deep learning

Charlotte Syrykh, Arnaud Abreu, Nadia Amara, Aurore Siegfried, V. Maisongrosse, François-Xavier Frénois, Laurent Martin, Cédric Rossi et al.

npj Digital Medicine 2020 article cited by 115

importance 6/10 partially solved AI in cancer detection pathology diagnostics stage: research

Histopathological diagnosis of lymphomas, especially follicular lymphoma, is challenging, requires expertise or centralized review, and depends on tissue-section technical quality.

Accurate lymphoma diagnosis determines patient treatment, and expert pathology review is not universally available.

Bayesian neural networks trained, validated, and tested on whole-slide H&E images diagnose follicular lymphoma versus follicular hyperplasia, with certainty estimation that also flags unfamiliar external cases.

Area under the curve reaching 0.99; uncertainty estimation detected unfamiliar data such as other small B cell lymphomas and external-centre cases

Demonstrated accurate FL diagnosis with uncertainty-based detection of out-of-distribution cases in a peer-reviewed study.

Venue npj Digital Medicine
Published 2020
Work type article
Authors Charlotte Syrykh, Arnaud Abreu, Nadia Amara, Aurore Siegfried, V. Maisongrosse, François-Xavier Frénois, Laurent Martin, Cédric Rossi et al.
Citations 115 (OpenAlex, at import time)
References 28
Model or method Bayesian neural networks (BNN)
Organization not stated in source
Primary source https://doi.org/10.1038/s41746-020-0272-0
Open access gold
Keywords lymphoma, whole-slide images, Bayesian neural networks, histopathology, uncertainty estimation
6 / 10

significant — thousands to millions affected

Accurate lymphoma diagnosis guides treatment and expert pathology review is not universally available, but the abstract gives no scale numbers; benefit is significant but narrower than top-tier.

Basis: inferred. Judged from the source text, which gives no explicit scale. Stated scale: not stated in source. Method and limits.

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