| Literature DB >> 26180795 |
Lihong Wang1, Ying-Hui Chou2, Guy G Potter3, David C Steffens4.
Abstract
Although major depression has been considered as a manifestation of discoordinated activity between affective and cognitive neural networks, only a few studies have examined the relationships among neural networks directly. Because of the known disconnection theory, geriatric depression could be a useful model in studying the interactions among different networks. In the present study, using independent component analysis to identify intrinsically connected neural networks, we investigated the alterations in synchronizations among neural networks in geriatric depression to better understand the underlying neural mechanisms. Resting-state fMRI data was collected from thirty-two patients with geriatric depression and thirty-two age-matched never-depressed controls. We compared the resting-state activities between the two groups in the default-mode, central executive, attention, salience, and affective networks as well as correlations among these networks. The depression group showed stronger activity than the controls in an affective network, specifically within the orbitofrontal region. However, unlike the never-depressed controls, geriatric depression group lacked synchronized/antisynchronized activity between the affective network and the other networks. Those depressed patients with lower executive function has greater synchronization between the salience network with the executive and affective networks. Our results demonstrate the effectiveness of the between-network analyses in examining neural models for geriatric depression.Entities:
Mesh:
Year: 2015 PMID: 26180795 PMCID: PMC4477114 DOI: 10.1155/2015/343720
Source DB: PubMed Journal: Biomed Res Int Impact factor: 3.411
The clinical profiles of the participants.
| Depression ( | Control ( |
| |
|---|---|---|---|
| Gender (F/M) | 18/14 | 19/13 | 0.80+ |
| Age | 68.3 (6.5) | 71.8 (8.2) | 0.06 |
| Years of education | 14.9 (3.1) | 16.0 (2.5) | 0.11 |
| MADRS | 7.0 (9.2) | 0.0 (0.9) | <0.001* |
| Number medicated for hypotension | 11 | 8 | 0.40+ |
| Number medicated for antidepressants | 18 | 0 | |
| Monotherapy | |||
| SSRI | 4 | ||
| SARI | 2 | ||
| SNRI | 1 | ||
| Tricyclic | 2 | ||
| Combined treatment | |||
| Two SSRIs | 4 | ||
| SSRI with either SARI or NDRI | 2 | ||
| SARI & NDRI | 2 | ||
| SNRI & NDRI | 1 | ||
| Executive function (Stroop task) | −0.10 (0.82) | 0.24 (0.71) | 0.08 |
+Chi-square test, and the rests were two-sample t-tests; *significant results with P < 0.05. SSRI = selective serotonin reuptake inhibitor; SARIs = serotonin antagonist and reuptake inhibitors; SNRIs = serotonin-norepinephrine reuptake inhibitors; NDRIs = norepinephrine-dopamine reuptake inhibitors.
Figure 1The ICA components which correspond to different neural networks according to the goodness-of-fit analysis using the templates of Laird et al. AN = affective network; CAN = central attentional network; CEN = central executive network; DMN = default-mode network; SN = salience network.
The clusters of each IC component identified matches the CEN, CAN, DMN, AN, and SN, respectively.
| Network | IC | Clusters | Peak coordinate (MNI |
|---|---|---|---|
| DMN | IC1 | Bilateral medial prefrontal cortex | [4, 59, −2] |
| Bilateral posterior cingulate | [−7, −55, 19]; [1, 59, −5] | ||
| Bilateral lateral parietal cortex | [−42, −65, 36]; [45, −63, 32] | ||
|
| |||
| AN | IC12 | Bilateral dorsomedial prefrontal cortex | [−21, 35, 38]; [28, 42, 40] |
| Rostral anterior cingulate | [6, 47, −4] | ||
| Bilateral subgenual cingulate | [4, 41, −11] | ||
| IC18 | Bilateral subgenual cingulate | [13, 24, −18] | |
| Bilateral rostral anterior cingulate | [0, 61, 13] | ||
| Bilateral ventrolateral prefrontal cortex | [−36, 37, 4]; [48, 32, 6] | ||
| Bilateral orbitofrontal cortex | [−38, 34, −16]; [29, 36, −19] | ||
| Bilateral amygdala | [−28, −1, −16]; [34, −3, −15] | ||
| Bilateral caudate | [−6, 2, 8]; [10, 10, −2] | ||
|
| |||
| CEN | IC6 | Left dorsolateral prefrontal cortex | [−46, 27, 19]; |
| Left dorsomedial prefrontal cortex | [−2, 23, 48] | ||
| Bilateral superior parietal cortex | [−33, −50, 44]; [30, −58, 46] | ||
| Right inferior temporal cortex | [−58, −43, −13] | ||
| Left anterior part of posterior cingulate | [−5, −38, 38] | ||
| Right cerebellum | [31, −69, −47] | ||
| IC4 | Right dorsolateral prefrontal cortex | [42, 22, 44] | |
| Right dorsomedial prefrontal cortex | [6, 27, 41] | ||
| Bilateral superior parietal cortex | [−46, −50, 46]; [42, −58, 47] | ||
| Right inferior temporal cortex | [61, −28, −6] | ||
| Right anterior part of posterior cingulate | [5, −47, 40] | ||
| Left cerebellum | [−39, −68, −45] | ||
|
| |||
| CAN | IC7 | Bilateral frontal eye field | [−21, 2, 53]; [26, 2, 49] |
| Bilateral precuneus | [−11, −69, 56]; [11, −65, 56] | ||
| Bilateral parieto-occipital fissure | [−28, −82, 29]; [38, −73, 23] | ||
| Bilateral lingual gyrus | [−13, −58, 11]; [18, −58, 15] | ||
|
| |||
| SN | IC10 | Bilateral dorsal cingulate | [3, 27, 20]; |
| Bilateral insula | [−38, −14, 6]; [41, −12, 8] | ||
| Bilateral parieto-occipital fissure | [−13, −62, 15]; [19, −57, 11] | ||
Figure 2The locations of each IC component which correspond to different neural networks according to the goodness-of-fit analysis using the templates of Laird et al. The IC components were computed using dual regression analysis by combining the data from both the depression and never-depressed control group (Z > 2.3, P < 0.05 with cluster correction).
Figure 3(a) Component 12 (IC12), one of the affective networks, in the control group; (b) IC12 in the depression group. To show the voxels in the cerebellum, (a) and (b) were based on threshold of Z > 2.3, P < 0.001 without cluster correction. (c) Regions within IC12 which showed significantly increased activity in the depression group (all patients) related to the control group; (d) regions within IC12 which showed significantly increased activity in subjects remitted from depression (part of patients in the depression group) related to the controls. (c) and (d) were based on threshold of Z > 2.3, P < 0.05 with cluster correction.
Mean (SD) inter-IC correlations that showed significant group differences and that correlated with performance of the Stroop task.
| Control | Depression |
| |
|---|---|---|---|
| IC12(AN)-IC6(CEN) correlation | 0.30 (0.28) | 0.15 (0.26) | 0.03 |
| IC12(AN)-IC7(CAN) correlation | −0.39 (0.33) | −0.22 (0.32) | 0.04 |
| IC12(AN)-IC10(SN) correlation | −0.18 (0.29) | −0.02 (0.32) | 0.04 |
| Stroop performance with IC10(SN)-IC6(CEN) correlation |
| 0.05 | |
| Stroop performance with IC10(SN)-IC18(AN) correlation |
| 0.003 |
Figure 4(a) Neural network pairs which revealed significant correlations in the control group. (b) The plots of time course of each network in a control subject (ID10) and a depression subject (ID37) to illustrate the interaction effect between each paired neural networks. The significance was tested using Monte-Carlo simulation.
Figure 5(a) Neural network pairs that their correlation or anticorrelation was correlated with the Stroop task performance in depression patients. (b) The correlation plots in the patient group (red) and control group (blue).
Figure 6Upper: the IC18 in the control group (a) and depression group. (b) Lower: the regions within IC18 that revealed significantly increased activity in the depressed patients than controls (c) and in the actively depressed patients than the remitted patients (d) (Z > 2.3, P < 0.05 with cluster correction).