| Literature DB >> 34305555 |
Elvira Khachatryan1,2, Benjamin Wittevrongel1,2, Matej Perovnik3,4, Jos Tournoy5, Birgitte Schoenmakers6, Marc M Van Hulle1,2.
Abstract
Cognitive reserve (CR) postulates that individual differences in task performance can be attributed to differences in the brain's ability to recruit additional networks or adopt alternative cognitive strategies. Variables that are descriptive of lifetime experience such as socioeconomic status, educational attainment, and leisure activity are common proxies of CR. CR is mostly studied using neuroimaging techniques such as functional MRI (fMRI) in which case individuals with a higher CR were observed to activate a smaller brain network compared to individuals with a lower CR, when performing a task equally effectively (higher efficiency), and electroencephalography (EEG) where a particular EEG component (P300) that reflects the attention and working memory load, has been targeted. Despite the contribution of multiple factors such as age, education (formal and informal), working, leisure, and household activities in CR formation, most neuroimaging studies, and those using EEG in particular, focus on formal education level only. The aim of the current EEG study is to investigate how the P300 component, evoked in response to an oddball paradigm, is associated with other components of CR besides education, such as working and leisure activity in older adults. We have used hereto a recently introduced CR index questionnaire (CRIq) that quantifies both professional and leisure activities in terms of their cognitive demand and number of years practiced, as well as a data-driven approach for EEG analysis. We observed complex relationships between CRIq subcomponents and P300 characteristics. These results are especially important given that, unlike previous studies, our measurements (P300 and CRIq) do not require active use of the same executive function and, thus, render our results free of a collinearity bias.Entities:
Keywords: EEG; P300 - event related potential; aging; cognitive reserve; oddball paradigm
Year: 2021 PMID: 34305555 PMCID: PMC8295460 DOI: 10.3389/fnhum.2021.690856
Source DB: PubMed Journal: Front Hum Neurosci ISSN: 1662-5161 Impact factor: 3.169
Figure 1Schematic rendition of experimental paradigm. Timing is in seconds. ISI = interstimulus interval.
Demographic and cognitive characteristics of the studied group.
| Mean (standard deviation) | Range | |
|---|---|---|
| Age | 68.6 (9.7) | 52–89 |
| Male/female | 13/7 | |
| Years of education | 15.7 (3) | 12–24 |
| MMSE score | 28.6 (1.6) | 24–30 |
| CDR | 0.15 (0.2) | 0–0.5 |
| MoCA | 26.6 (3.36) | 18–30 |
| CRI-total | 129.6 (17.4) | 93–167 |
| CRI-education (CRI-e) | 130.6 (20.6) | 98–178 |
| CRI-work (CRI-w) | 120.3 (18.2) | 88–161 |
| CRI-leisure (CRI_l) | 116.2 (16.6) | 92–142 |
Figure 2The fit of the whole model on P300-amplitude (Panel A) and the effect of individual predictors (Panel B) given that the other predictors are constant. Panel (A) shows the dependency of the amplitude of the P300-effect on the adjusted whole model (see equation 1) obtained from stepwise regression with MoCA, CRI_e, CRI_w, and CRI_l, and their first level interactions as predictors. The final model contains the MoCA*CRI_e and MoCA*CRI_w as predictors. The solid line represents the fit of the obtained model and the dotted lines reflect the 95% confidence intervals. Panel (B) reflects the effect of individual predictors included in the final obtained model on the peak amplitude of P300-effect given that the other predictors are constant. When all other predictors are kept constant, the only significant one is the CRI_w. This is because the predictors of the obtained model are interactions of the initial factors and the p-value for removal of predictors during the stepwise regression was set by default to 0.1 (see the section on statistics), which is higher than the p-value we set for statistical significance (0.05). CRI_e—the education score for CRI, CRI_w—the working attainment score for CRI, *indicating a significant relationship if the other predictors are kept constant.
Figure 3The fit of the whole model on P300-latency (Panel A) and the effect of individual predictors (Panel B) given that the other predictors are constant. Panel (A) represents the dependency of the peak latency of the P300-effect on the adjusted whole model [see equation (2)] obtained from a stepwise regression with MoCA, CRI_e, CRI_w, and CRI_l, and their first level interactions as predictors. The final model contains the CRI_e and CRI_l as predictors. The solid line represents the fit of the obtained model and the dotted lines reflect the 95% confidence intervals. Panel (B) reflects the effect of individual predictors included in the model on peak latency of P300-effect given that the other predictors are kept constant. When other predictors are kept constant, CRI_e is the only significant predictor in the model, which can be explained by noting that the p-value for removal of predictors during stepwise regression was set by default to 0.1 (see the section on statistics), which is higher than the p-value we set for statistical significance (0.05). Same conventions as in Figure 2.