Method
to segment the BOLD time series into short seg-
ments (Hindriks et al. 2016). Subsequently , we calcu-
lated the whole brain FC matrix for each segment. Using
a time window of 50 TRs in length and a step of 1 TR, the
data were segmented. At each window, we computed the
Pearson correlation coefficient between the BOLD time
courses for each pair of Regions of Interest (ROIs), re-
sulting in a dynamic functional connectome (dFC). The
dFC matrix obtained was Fisher’s z-transformed correla-
tion coefficient matrix of all time points, with dimensions
of 200 × 200 × 182, where 200 represents the number
of ROIs and 182 indicates the number of time windows.
Subsequently , we estimated the dynamic network
switch rate to summarize the transition of each ROI
across time points (Pedersen et al. 2018). The switch
rate, determined using an iterative and ordinal Louvain
algorithm, represents the percentage of time windows
during which brain nodes transition among various net-
work assignments (Pedersen et al. 2018).
All rights reserved. No reuse allowed without permission.
(which was not certified by peer review) is the author/funder, who has granted medRxiv a license to display the preprint in perpetuity.
The copyright holder for this preprintthis version posted July 29, 2024. ; https://doi.org/10.1101/2024.07.26.24310655doi: medRxiv preprint
9
The clinical characterization of static and dynamic
network properties
To investigate the clinical manifestations associated
with the extracted networks from different patients, we
proceeded to establish a connection between dynamic
and static properties and clinical questionnaires. Initially ,
we identified regions with the highest number of signif-
icant edges as hubs and extracted their network prop-
erties. Subsequently , we computed Pearson’s correlation
between the switch rate and the degree of these hubs in
BipM, BipD, rBD, and their common regions with respect
to YMRS, HAMA, HAMD, and PDQ, respectively .
Structural foundation of functional hubs
To explore whether functional hubs exhibit similar
structural foundations, we extracted cortical thickness
data corresponding to these hubs for each individual.
We posited that the pattern shared by the three diseases
should demonstrate stability compared to specific hubs
and therefore compared these with the common hubs.
Subsequently , we computed the average cortical thick-
ness values across these shared hubs within network pat-
terns for each patient, simplifying statistical analyses.
This approach facilitated an assessment of the overar-
ching structural mechanisms governing these functional
hubs. Following this, we conducted two-sample t-tests
to compare the average cortical thickness among indi-
viduals with rBD, BipD, and BipM, with age and sex as
covariates.
Receptor maps from Positron Emission Tomography
Receptor densities were assessed through PET tracer
investigations covering a total of 18 receptors and trans-
porters across nine neurotransmitter systems. These
data were recently shared by Hansen and colleagues
(Hansen et al. 2022, Markello et al. 2022)(https://
github.com/netneurolab/hansen_receptors). The neuro-
transmitter systems include dopamine (D1, D2, DAT),
norepinephrine (NET), serotonin (5-HT1A, 5-HT1B, 5-
HT2, 5-HT4, 5-HT6, 5-HTT), acetylcholine (α 4β2, M1,
VAChT), glutamate (mGluR5), GABA (GABAA), his-
tamine (H3), cannabinoid (CB1), and opioid (MOR).
Volumetric PET images were aligned with the MNI-ICBM
152 nonlinear 2009 (version c, asymmetric) template.
These images, averaged across participants within each
study , were subsequently parcellated into the Schaefer
200 template. We combined and weighted the averaged
receptors/transporters exhibiting more than one mean
image of the same tracer (e.g., 5-HT1B, D2, VAChT).
Cellular Maps
Here, we further correlated patterns observed in three
episodes of bipolar disorder with 24 cellular maps from
a previous study (Zhang et al. 2023). The molecular sig-
nature profiles of all cell classes were constructed from
snDrop-seq samples provided by Jorstad et al. (2023).
Then cell type fractions were deconvolved from microar-
ray samples downloaded from Allen Human Brain At-
las (AHBA; http://human.brain-map.org/) (Shen et al.
2012). The 24 cell types are Lamp5, Pax6, Vip, Sncg,
Lamp5, Lhx6, L5ET, L5/L6 NP, L6 CT, L6b, Astro, VLMC,
Endo, Micro/PVM, Oligo, OPC, L2/3 lT, L6 lT Car3, L4
lT, L6 lT, L5 lT, Chandelier, Pvalb, Sst, and Sst Chodl, as
detailed in Jorstad et al. (2023), Zhang et al. (2023).
Genetic expression mechanisms
In order to study how the network patterns are reg-
ulated by genes, we combined AHBA and the precise
brain connectivity pattern for analysis. Regional microar-
ray expression data were obtained from six post-mortem
brains. We used the abagen toolbox(https://github.com/
netneurolab/abagen) (Markello et al. 2021) to process
and map the data to 200 parcellated brain regions from
Schaefer parcellation. We first extracted the gene ex-
pression (Stahl et al. 2019) associated with risking of
bipolar disorder from ENIGMA toolbox (Larivière et al.
2021), and finally calculated the correlation between the
brain maps of these gene expression and the specific and
common connection patterns of different episode types
of bipolar disorder.
Null model
In our current investigation, a persistent inquiry re-
volves around the topographic correlation existing be-
tween common-specific network patterns and other
salient features. To delineate these correlations, we em-
ployed a null model meticulously designed to systemat-
ically disrupt the relationship between two topographic
maps while preserving their spatial autocorrelation. Ini-
tially , we shuffled parcellation locations to randomize re-
ceptor maps according to the methodology outlined in
Hansen et al.(Hansen et al. 2022), subsequently calcu-
lating the relationship between this map and common-
specific network patterns. These resulting spatial co-
ordinates formed the basis for generating null models
through the application of randomly-sampled rotations
and the reassignment of node values based on the near-
est resulting parcel, a process iterated 1000 times. No-
tably , the rotation was initially applied to one hemi-
sphere and then mirrored onto the other hemisphere. It
is noteworthy that the 95th percentile of shuffling occur-
rence frequencies derived from spatial null models was
designated as the threshold value.
DATA AVAILABILITY
The clinical data could be accessed through rea-
sonable requests made to the corresponding authors.
The raw fMRI data and MRI data for HCP are avail-
able on https://db.humanconnectome.org/. Heritabil-
All rights reserved. No reuse allowed without permission.
(which was not certified by peer review) is the author/funder, who has granted medRxiv a license to display the preprint in perpetuity.
The copyright holder for this preprintthis version posted July 29, 2024. ; https://doi.org/10.1101/2024.07.26.24310655doi: medRxiv preprint
10
ity analyses were performed using Solar Eclipse 8.5.1b
(https://www.solar-eclipse-genetics.org). neuromaps is
available on (https://netneurolab.github.io/neuromaps/
usage.html), ENIGMA toolbox is available on (https://
enigma-toolbox.readthedocs.io/en/latest/pages.html).
CODE AVAILABILITY
Code will be available on (https://github.com/
Laoma29/Publication_codes).
ACKNOWLEDGMENTS
Xiaobo Liu is supported by China Scholarship Coun-
cil. Bin Wan is supported by International Max Planck
Research School on Neuroscience of Communication:
Function, Structure, and Plasticity (IMPRS NeuroCom),
Graduate Academy Leipzig, and Mitacs Globalink Re-
search Award. ZQL acknowledges support from the
Fonds de Recherche du Québec – Nature et Technolo-
gies (FRQNT).This work was supported by in part by the
Health of Hubei Province Scientific Research Project un-
der Grant 2020Cfb512, and project of Mental Health Re-
search Institute of Three Gorges University: YCXL-23-11.
COMPETING INTERESTS
No competing interests among the authors.
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J., Vieta, E., Kemp, G. J., et al. (2022). Cortical thickness abnor-
malities in patients with bipolar disorder: A systematic review
and meta-analysis. Journal of Affective Disorders, 300:209–218.
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Figure 1 | Overview. We first constructed functional connectivity maps and compared them across different disease episode
types. Next, we categorized these connectivities into common and specific patterns, which were validated using machine learning
techniques. To ensure robustness, we assessed the test-retest reliability and twin-based heritability of these patterns and filtered
them accordingly . Subsequently , we linked these network patterns and their properties to clinical symptoms. Finally , we explored
the potential molecular mechanisms underlying these patterns.
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Figure 2 | Common and specific network patterns. Specific pathogenic network patterns of BipD (a), BipM (b), and rBD (c).
(d) common network patterns. During the BipM episode, the greatest network differences were in the prefrontal cortex (DFC and
PFCm) of the DMN, and the PHC and OFC of the limbic network. In the BipD episode, the largest differences were in the pCun of
the FCN, and subregions in the VN and SMN. Specific patterns in the rBD involved the OFC of the limbic network, the PrCv of the
DAN, and subregions in the VN. Common patterns across these phases were predominantly associated with the OFC in the limbic
network, the PrCv in the DAN, subregions in the SMN, and the ParOper and FrOperIns in the VAN.
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Figure 3 | Reliability and heritability of Common and specific patterns via HCP test-retest dataset and twins dataset. (a)
Reliability of FCs patterns. Note that the histogram represents the proportion of significant edges within specific networks. (b)
Heritability of FCs patterns. Note that the histogram represents the proportion of significant edges within specific networks. (c)
filtered network patterns. We selected significantly stable and significantly heritable edges.
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Figure 4 | Specific network patterns of various episodes predicted clinical symptom. We implemented the SVR algorithm to
predict clinical symptoms via the specific network of Episode phases of bipolar disorder. We found significant correlations between
SVR-based predicted score and empirical score (for YMRS: p = 1.06e-07, r = 0.47, for HAMD: p = 8.03e-04, r = 0.31, for HAMA
p =1.01e-02, r = 0.24).
Figure 5 | Static and dynamic properties of specific-common hubs. (a) The correlation between average degree and cognition
in the hubs of both specific network patterns and shared network patterns. Specifically , the observed correlation was significantly
negative between degree and HAMA score (p = 0.017, r =- 0.22) in rBD hub, PDQ scores in shared hub (p = 0.019, r = - 0.22)
as well as degree and HAMD score and average degree in BipD hub (p = 0.012, r = - 0.23). Also, we found a significantly positive
relationship between degree and YMRS score (p = 3.94 × 10-5, r = 0.37) in the BipM hub. (b) Average switch rate in the hubs of
both specific network patterns and common network patterns and cognition. We found a significant negative relationship between
the HAMD score and average switch rate (p = 0.0050, r = -0.26) in the BipD hub, average switch rate in the shared hub (p =
0.0011, r = - 0.30), PDQ score and HAMA score and average switch rate in rBD hubs (p = 0.0077, r = -0.25). Also, we found a
positive relationship between the YMRS score and the average switch rate (p = 0.0036, r = 0.27) in the BipM hub.
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Figure 6 | The cortical thickness of rBD, BipD, BipM, and HC in common regions. (a) We further investigated common
functional patterns with similar structural foundations; thus, we compared the cortical thickness of the common nodes across
different episode types of specific diseases. We observed a significantly increased cortical thickness in rBD compared to HC (p =
0.0071, t = 2.77), while BipM exhibited a significantly lower cortical thickness than HC (p = 0.0071, t =-2.77). However, no
significant difference in cortical thickness was found between BipD and healthy controls (p = 0.39, t = 0.87). Correspondingly , the
cortical thickness of rBD showed no significant difference from BipD (p = 0.071, t = 1.83) but was significantly higher than BipM
(p = 0.000011, t = 4.72). Similarly , BipD exhibited a significantly higher cortical thickness than BipM (p = 0.0036, t = 3.01).
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Figure 7 | Molecular Structure of specific-Common regions based functional patterns. (a) Average seed-based network
patterns. (b) Receptor mechanism of specific network patterns. During the remission phase, networks were identified that exhibited
associations with receptors, including 5HT1a, 5HT1b, 5HT4, 5HTT, A4B2, D1, D2, DAT, NET, and NMDA. In the depressive phase,
networks were correlated with receptors such as 5HT1a, 5HT4, 5HTT, A4B2, CB1, D1, D2, DAT, MOR, and NET. Manic phase
networks displayed relationships with receptors 5HT1a, 5HT1b, 5HT2a, 5HT4, 5HTT, A4B2, D1, D2, DAT, H3, and NET. Shared
networks across phases involved receptors 5HT1a, 5HT1b, 5HT4, 5HTT, A4B2, D2, DAT, H3, and NET. (c) Cellular mechanism of
specific network patterns. At the cellular level, both common and specific patterns were associated with L5ET, Micro/PVM, Oligo,
and Chandelier maps.
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