2022
DOI: 10.1111/ene.15473
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Brain age as a surrogate marker for cognitive performance in multiple sclerosis

Abstract: Background and purpose: Data from neuro-imaging techniques allow us to estimate a brain's age. Brain age is easily interpretable as 'how old the brain looks' and could therefore be an attractive communication tool for brain health in clinical practice. This study aimed to investigate its clinical utility by investigating the relationship between brain age and cognitive performance in multiple sclerosis (MS). Methods: A linear regression model was trained to predict age from brain magnetic resonance imaging vol… Show more

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Cited by 31 publications
(43 citation statements)
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“…The root mean square error (RMSE) is To make the results comparable across the different traits, the RMSE is then divided by the range of the respective variable to obtain the NRMSE The second criterion, reliability, concerns two aspects: i) that the model will not show too large errors for some subjects that could harm interpretation; and ii) that the model’s accuracy will be consistent across random variations of the training set —in this case by using different (random) partitions for the CV folds. As mentioned, this is important if we want to interpret prediction errors for example in clinical contexts, which assumes that the error size of a model in a specific subject reflects something biologically meaningful, e.g., to what extent this subject defies the stereotypical population (Greene et al, 2022) or whether a certain disease causes the brain to “look” older to a model than the actual age of the subject (Denissen et al, 2022). While average errors can be informative to understand the general model performance, maximum errors inform us about single cases where a model (that may typically perform well) fails.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…The root mean square error (RMSE) is To make the results comparable across the different traits, the RMSE is then divided by the range of the respective variable to obtain the NRMSE The second criterion, reliability, concerns two aspects: i) that the model will not show too large errors for some subjects that could harm interpretation; and ii) that the model’s accuracy will be consistent across random variations of the training set —in this case by using different (random) partitions for the CV folds. As mentioned, this is important if we want to interpret prediction errors for example in clinical contexts, which assumes that the error size of a model in a specific subject reflects something biologically meaningful, e.g., to what extent this subject defies the stereotypical population (Greene et al, 2022) or whether a certain disease causes the brain to “look” older to a model than the actual age of the subject (Denissen et al, 2022). While average errors can be informative to understand the general model performance, maximum errors inform us about single cases where a model (that may typically perform well) fails.…”
Section: Methodsmentioning
confidence: 99%
“…Second, they should be reliable, in the sense that a predictive model should not produce excessively large errors, and the outcome should be robust to the choice of which subjects are included in the training set. The latter criterion is especially important if we want to be able to meaningfully interpret prediction errors, e.g., in assessing brain age (Cole & Franke, 2017; Denissen et al, 2022; Smith et al, 2019). Despite this crucial role in interpreting model errors, error variance is rarely taken into account in models predicting phenotypes from neuroimaging features in the literature.…”
Section: Introductionmentioning
confidence: 99%
“…In contrast to a knowledge-based representation, this latent space is a data-driven representation, which is typically not interpretable for humans. Although it is unclear whether these representations are a useful alternative to overcome the aforementioned paradox, we recently showed that brain age is related to disease burden of persons with MS in terms of information processing speed, independently of their chronological age (8). Analogously to Leonardsen et al 2022 (7), we will now use transfer…”
Section: Introductionmentioning
confidence: 91%
“…By using large datasets of brain images of healthy individuals, a machine learning model can be trained to estimate the age of a given brain [ 86 ]. The model can provide the best guess of the age of that person’s brain, that is, the ‘brain age’, which can look older or younger than the actual, chronological age of that person.…”
Section: Clinical Significance Of Demyelinationmentioning
confidence: 99%