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. 2018 May 29:676:27-33.
doi: 10.1016/j.neulet.2018.04.007. Epub 2018 Apr 4.

Random forest based classification of alcohol dependence patients and healthy controls using resting state MRI

Affiliations

Random forest based classification of alcohol dependence patients and healthy controls using resting state MRI

Xi Zhu et al. Neurosci Lett. .

Abstract

Currently, classification of alcohol use disorder (AUD) is made on clinical grounds; however, robust evidence shows that chronic alcohol use leads to neurochemical and neurocircuitry adaptations. Identifications of the neuronal networks that are affected by alcohol would provide a more systematic way of diagnosis and provide novel insights into the pathophysiology of AUD. In this study, we identified network-level brain features of AUD, and further quantified resting-state within-network, and between-network connectivity features in a multivariate fashion that are classifying AUD, thus providing additional information about how each network contributes to alcoholism. Resting-state fMRI were collected from 92 individuals (46 controls and 46 AUDs). Probabilistic Independent Component Analysis (PICA) was used to extract brain functional networks and their corresponding time-course for AUD and controls. Both within-network connectivity for each network and between-network connectivity for each pair of networks were used as features. Random forest was applied for pattern classification. The results showed that within-networks features were able to identify AUD and control with 87.0% accuracy and 90.5% precision, respectively. Networks that were most informative included Executive Control Networks (ECN), and Reward Network (RN). The between-network features achieved 67.4% accuracy and 70.0% precision. The between-network connectivity between RN-Default Mode Network (DMN) and RN-ECN contribute the most to the prediction. In conclusion, within-network functional connectivity offered maximal information for AUD classification, when compared with between-network connectivity. Further, our results suggest that connectivity within the ECN and RN are informative in classifying AUD. Our findings suggest that machine-learning algorithms provide an alternative technique to quantify large-scale network differences and offer new insights into the identification of potential biomarkers for the clinical diagnosis of AUD.

Keywords: Alcohol dependence; Functional connectivity; ICA; Resting state; fMRI.

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Conflict of interest statement

Conflict of Interest

All authors acknowledge that there is no conflict of biomedical financial interests in performing this study or in preparing this manuscript.

Figures

Figure 1
Figure 1
Spatial maps of 32 independent components grouped into 5 categories (Different colors represent different network sub-components in each category for A to D): A: default-model networks (3 components). B: Visual networks (7 components) C: Sensorimotor networks (6 components) D: executive control networks (12 components) E: all other networks (4 components) including salience network (Green), subcortical network (Blue), auditory network (Violet), cerebellar (Yellow)
Figure 2
Figure 2
Between-network functional connectivity features: correlation coefficients matrices between each pair of networks in AUD (left) and controls (right)
Figure 3
Figure 3
The procedure of feature extraction and pattern classification
Figure 4
Figure 4
Within-network features maximally contributing to classification performance including ECN1 (Violet), ECN2 (Blue), RN (Cyan)
Figure 5
Figure 5
The stability of within-network features that have the strongest predicting power (ECN1, RN and ECN2). The mean and standard error of feature importance of 92 random forests by using leave-one-out cross-validation (LOOCV) were calculated and presented in the figure.
Figure 6
Figure 6
The stability of between-network features that have the strongest predicting power. The prediction accuracy was computed 92 times by using leave-one-out cross-validation (LOOCV). The mean and standard error of feature importance of 92 random forests by using leave-one-out cross-validation (LOOCV) were presented in the figure.

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