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DOI 10.1162/neco_a_01623

Медицинская библиотека · Neural computation · 2023

Cocaine Use Prediction With Tensor-Based Machine Learning on Multimodal MRI Connectome Data.

Zhang Anru R, Bell Ryan P, An Chen, Tang Runshi, Hall Shana A, Chan Cliburn, Al-Khalil Kareem, Meade Christina S

СтатьяПоддержка исследования: вне правительства СШАПоддержка NIH: внешняя программаПеревод в очереди

Аннотация

This letter considers the use of machine learning algorithms for predicting cocaine use based on magnetic resonance imaging (MRI) connectomic data. The study used functional MRI (fMRI) and diffusion MRI (dMRI) data collected from 275 individuals, which was then parcellated into 246 regions of interest (ROIs) using the Brainnetome atlas. After data preprocessing, the data sets were transformed into tensor form. We developed a tensor-based unsupervised machine learning algorithm to reduce the size of the data tensor from 275 (individuals) × 2 (fMRI and dMRI) × 246 (ROIs) × 246 (ROIs) to 275 (individuals) × 2 (fMRI and dMRI) × 6 (clusters) × 6 (clusters). This was achieved by applying the high-order Lloyd algorithm to group the ROI data into six clusters. Features were extracted from the reduced tensor and combined with demographic features (age, gender, race, and HIV status). The resulting data set was used to train a Catboost model using subsampling and nested cross-validation techniques, which achieved a prediction accuracy of 0.857 for identifying cocaine users. The model was also compared with other models, and the feature importance of the model was presented. Overall, this study highlights the potential for using tensor-based machine learning algorithms to predict cocaine use based on MRI connectomic data and presents a promising approach for identifying individuals at risk of substance abuse.

Для цитирования: Zhang Anru R, Bell Ryan P, An Chen, Tang Runshi, Hall Shana A, Chan Cliburn, Al-Khalil Kareem, Meade Christina S. Cocaine Use Prediction With Tensor-Based Machine Learning on Multimodal MRI Connectome Data.. Neural computation. 2023. DOI: 10.1162/neco_a_01623.

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