Prediction of hereditary cancers using neural networks Journal Article


Authors: Guan, Z.; Parmigiani, G.; Braun, D.; Trippa, L.
Article Title: Prediction of hereditary cancers using neural networks
Abstract: Family history is a major risk factor for many types of cancer. Mendelian risk prediction models translate family histories into cancer risk predictions, based on knowledge of cancer susceptibility genes. These models are widely used in clinical practice to help identify high-risk individuals. Mendelian models leverage the entire family history, but they rely on many assumptions about cancer susceptibility genes that are either unrealistic or challenging to validate, due to low mutation prevalence. Training more flexible models, such as neural networks, on large databases of pedigrees can potentially lead to ac-curacy gains. In this paper we develop a framework to apply neural networks to family history data and investigate their ability to learn inherited susceptibility to cancer. While there is an extensive literature on neural networks and their state-of-the-art performance in many tasks, there is little work applying them to family history data. We propose adaptations of fully-connected neural networks and convolutional neural networks to pedigrees. In data simulated under Mendelian inheritance, we demonstrate that our proposed neural network models are able to achieve nearly optimal prediction performance. Moreover, when the observed family history includes misreported cancer di-agnoses, neural networks are able to outperform the Mendelian BRCAPRO model embedding the correct inheritance laws. Using a large dataset of over 200,000 family histories, the Risk Service cohort, we train prediction models for future risk of breast cancer. We validate the models using data from the Cancer Genetics Network. © Institute of Mathematical Statistics, 2022.
Keywords: family history; machine learning; mendelian risk prediction
Journal Title: Annals of Applied Statistics
Volume: 16
Issue: 1
ISSN: 1932-6157
Publisher: Institute of Mathematical Statistics  
Date Published: 2022-03-01
Start Page: 495
End Page: 520
Language: English
DOI: 10.1214/21-aoas1510
PROVIDER: scopus
PMCID: PMC10593124
PUBMED: 37873507
DOI/URL:
Notes: Article -- Export Date: 2 May 2022 -- Source: Scopus
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  1. Zoe Guan
    7 Guan