| Literature DB >> 34954025 |
Brittany K Taylor1, Michaela R Frenzel2, Jacob A Eastman2, Christine M Embury3, Oktay Agcaoglu4, Yu-Ping Wang5, Julia M Stephen6, Vince D Calhoun7, Tony W Wilson8.
Abstract
Adolescence is a critical period of structural and functional neural maturation among regions serving the cognitive control of emotion. Evidence suggests that this process is guided by developmental changes in amygdala and striatum structure and shifts in functional connectivity between subcortical (SC) and cognitive control (CC) networks. Herein, we investigate the extent to which such developmental shifts in structure and function reciprocally predict one another over time. 179 youth (9-15 years-old) completed annual MRI scans for three years. Amygdala and striatum volumes and connectivity within and between SC and CC resting state networks were measured for each year. We tested for reciprocal predictability of within-person and between-person changes in structure and function using random-intercept cross-lagged panel models. Within-person shifts in amygdala volumes in a given year significantly and specifically predicted deviations in SC-CC connectivity in the following year, such that an increase in volume was associated with decreased SC-CC connectivity the following year. Deviations in connectivity did not predict changes in amygdala volumes over time. Conversely, broader group-level shifts in SC-CC connectivity were predictive of subsequent deviations in striatal volumes. We did not see any cross-predictability among amygdala or striatum volumes and within-network connectivity measures. Within-person shifts in amygdala structure year-to-year robustly predicted weaker SC-CC connectivity in subsequent years, whereas broader increases in SC-CC connectivity predicted smaller striatal volumes over time. These specific structure function relationships may contribute to the development of emotional control across adolescence.Entities:
Keywords: Development; Emotional control; Striatum; Structural Equation Modeling (SEM); Structure-function relationships; longitudinal
Mesh:
Year: 2021 PMID: 34954025 PMCID: PMC8822500 DOI: 10.1016/j.neuroimage.2021.118852
Source DB: PubMed Journal: Neuroimage ISSN: 1053-8119 Impact factor: 6.556
Fig. 1.Conceptual design of the random-intercept cross-lagged panel model (RI-CLPM). Between-person latent trait variables are defined using data from observed variables across all three time points, and essentially represent an individual’s mean over time. Between-person latent variables are correlated. Time-specific within-person deviations are modeled at the within-person level. Within-person deviations are modeled with autoregressive paths, and cross-lagged paths, and within-time correlations. Double-headed arrows show correlations, and single-headed arrows show predictive paths. “FC” = functional connectivity; “cFC” = centered within-person deviation in functional connectivity; “cVolume” = centered within-person deviation in brain volume; squares represent manifest (observed) variables; circles represent latent variables.
Descriptive statistics for the measures input into the random-intercept cross-lagged panel model, including amygdala volumes (mm3 × 10−3), and functional connectivity between the subcortical (SC) and cognitive control (CC) networks taken from eyes-open resting state fMRI.
| Measure | N | M | SD | Range |
|---|---|---|---|---|
|
| 171 | 1.05 | .13 | .11 to 1.40 |
|
| 119 | 1.02 | .23 | .19 to 1.40 |
|
| 71 | .96 | .28 | .21 to 1.32 |
|
| 172 | .51 | .16 | .15 to .98 |
|
| 118 | .53 | .16 | .15 to .89 |
|
| 64 | .48 | .17 | .12 to .81 |
|
| 172 | .095 | .076 | −.048 to .35 |
|
| 118 | .11 | .099 | −.021 to .43 |
|
| 64 | .11 | .098 | −.026 to .42 |
|
| 172 | .094 | .086 | −.13 to .37 |
|
| 118 | .092 | .12 | −.25 to .42 |
|
| 64 | .048 | .13 | −.43 to .36 |
“N” = the number of participants who had adequate data for a given variable and a given study time point. “SC” = subcortical network intrinsic connectivity; “CC” = cognitive control network intrinsic connectivity; “SC-CC” = subcortical-to-cognitive control between-network connectivity; “T1” = time 1; “T2” = time 2; “T3” = time 3
Cross-lagged panel model results linking amygdala volumes and intrinsic SC and CC network functional connectivity.
| Subcortical Network | Cognitive Control Network | |||||
|---|---|---|---|---|---|---|
| Parameter Estimated | b(SE) |
|
| b(SE) |
|
|
| amygdala volume → connectivity | .006 (.10) | .004 and .008 | .96 | .075 (.065) | .087 and .16 | .25 |
| connectivity → amygdala volume | .035 (.082) | .025 and .019 | .67 | −.077 (.17) | −.027 and −.026 | .64 |
| autoregressive paths: amygdala volume | 1.11 (.10) | .58 and .83 | < .001 | 1.11 (.10) | .58 and .83 | < .001 |
| autoregressive paths: connectivity | .42 (.070) | .43 and .41 | < .001 | .50 (.090) | .39 and .48 | < .001 |
| within-person correlations time 1 | .002 (.001) | .10 | .20 | −.001 (.001) | −.089 | .26 |
| time 2 and time 3 | −.003 (.005) | −.13 and −.13 | .20 | .002 (.003) | .13 and .15 | .51 |
Amygdala volumes were linearly transformed by multiplying mean volumes (adjusted for total brain volume per participant) by 1000; unstandardized coefficients reflect the relationships between intrinsic network connectivity and linearly transformed amygdala volumes; “b” = unstandardized parameter estimate; “SE” = standard error about the unstandardized parameter estimate; “r/β” = standardized parameter estimate (correlation/prediction, respectively), listed for T1 → T2 then T2 → T3 when applicable
Fig. 2.Results of the random-intercept cross-lagged panel model illustrating associations between amygdala volumes and between-network SC-CC connectivity controlling for age, sex (0 = “male”, 1 = “female”), and data collection site. All reported parameters are standardized coefficients. Solid lines indicate statistically significant relationships at the p < .05 level, whereas dashed lines indicate non-statistically significant relationships. Double-headed arrows show correlations, and single-headed arrows show predictive paths. “FC” = functional connectivity; “cFC” = centered within-person deviation in functional connectivity between the SC and CC networks; “cVolume” = centered within-person deviation in amygdala volume; squares represent manifest (observed) variables; circles represent latent variables.
Random-intercept cross-lagged panel model results linking amygdala volumes and subcortical-to-cognitive control network functional network connectivity, including control variables of age at time 1, study site, and sex, all on between-level latent variables.
| Parameter Estimated | b(SE) |
|
|
|---|---|---|---|
| amygdala volume → SC-CC connectivity | 1.71 (.17) | −.44 and −.85 | < .001 |
| SC-CC connectivity → amygdala volume | −.29 (.27) | −.10 and −.10 | .29 |
| autoregressive paths: amygdala volume | 1.16 (.16) | .38 and .80 | < .001 |
| autoregressive paths: SC-CC connectivity | −.038 (.17) | −.024 and −.024 | .83 |
| between-level correlation | .002 (.003) | .50 | .45 |
| within-person correlations | |||
| time 1 | −.002 (.003) | −.55 | .49 |
| time 2 and time 3 | −.003 (.003) | −.19 and −.22 | .32 |
|
| |||
| age at time 1 | −.009 (.003) | −.27 | .010 |
| sex | .014 (.011) | −.15 | .22 |
| study site | −.016 (.012) | .13 | .16 |
|
| |||
| age at time 1 | .004 (.005) | .072 | .41 |
| sex | .035 (.016) | .19 | .029 |
| study site | .025 (.017) | .14 | .13 |
Amygdala volumes were linearly transformed by multiplying mean volumes (adjusted for total brain volume per participant) by 1000; unstandardized coefficients reflect the relationships between SC-CC connectivity and linearly transformed amygdala volumes; “b” = unstandardized parameter estimate; “SE” = standard error about the unstandardized parameter estimate; “r/β” = standardized parameter estimate (correlation/prediction, respectively) listed for time 1 → time 2 then time 2 → time 3 when applicable; “SC-CC” = functional connectivity between the subcortical and cognitive control networks.
Fig. 3.Scatterplots demonstrating () the between-person association between amygdala volumes and SC-CC FNC, as well as () the significant cross-predictive paths wherein within-person variability in amygdala volumes was associated with changes in SC-CC FNC in subsequent years. Between-person variables were adjusted for age, sex, and site. Within-person variables were adjusted for preceding predictive variables (e.g., autoregressive paths) as illustrated in model Fig. 2.
Results of the exploratory cross-lagged panel models investigating associations between striatum volumes and functional network connectivity within and between the subcortical and cognitive control networks.
| Cognitive Control Network | Subcortical Network | Subcortical-Cognitive Control Between- Network | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Parameter Estimated | b |
|
| b |
|
| b |
|
|
| striatum → FC | — | — | — | .003 | .039 and .085 | .57 | −.001 | −.031 and −.047 | .67 |
| FC → striatum | — | — | — | 1.62 | .051 and .040 | .47 | −9.56 | −.16 and −.16 | .004 |
| autoregressive paths: striatum | — | — | — | .84 | .39 and .65 | < .001 | .84 | .39 and .63 | < .001 |
| autoregressive paths: FC | — | — | — | .41 | .40 and .41 | < .001 | .54 | .42 and .38 | < .001 |
| within-person correlations | |||||||||
| time 1 | — | — | — | .02 | .057 | .46 | −.001 | −.004 | .96 |
| time 2 and time 3 | — | — | — | −.24 | −.37 and −.34 | .08 | .028 | .065 | .75 |
| time 3[ | — | — | — | — | — | — | −.54 | −.79 | .001 |
|
| [no convergence] | ||||||||
Only the model examining associations between striatum volume and subcortical-cognitive control between network connectivity indicated that Time 2 and Time 3 correlations should be estimated uniquely, rather than constraining them to be equal.Striatum volumes were linearly transformed by multiplying mean volumes (adjusted for total brain volume per participant) by 1000; unstandardized coefficients reflect the relationships between CC connectivity and linearly transformed striatum volumes; “b” = unstandardized parameter estimate; “r/β” = standardized parameter estimate (correlation/prediction, respectively); “FC” = functional connectivity within the specified network.