Man Xu1, Yihao Guo2, Kangkang Xue1, and Jingliang Cheng1
1The First Affiliated Hospital of Zhengzhou University, Zhengzhou, China, 2Southern Medical University, Guangzhou, China
Synopsis
In this study, we aimed to
investigate the motif patterns of the directed brain functional networks in
schizophrenia. We employed the convergent cross mapping approach to measure the
directed connections, and calculated the frequency spectrum and the statistical
significance of 13 three-node motif classes. Our results showed that the count
of all motif classes was significantly reduced, the significance of chain-like
motifs was decreased and the significance of loop-like motifs was increased at
both whole brain and modular scales in schizophrenia. The motif analyses have
potential to provide new insights of the abnormal information flow patterns in
schizophrenia.
Introduction
Schizophrenia is a chronic mental disease whose
symptoms are considered to have a strong neurobiological basis. The previous
studies proposed that disturbances in functional connectivity were the major neuropathological
mechanism in schizophrenia 1, 2. Investigation of
the underlying information flow patterns of the connections would benefit our
comprehension for schizophrenia. Most previous studies concentrated on
the undirected functional connectome in brain. However, the directed brain functional
network, which could essentially characterize the basic information flow of
intrinsic brain activities, has not been investigated. Moreover, the information
driven and driving architecture in basic building blocks has yet to be
elucidated. In this work, we aimed to explore the changes of information flow
patterns of the directed brain functional networks in schizophrenia.Materials and Methods
After obtaining written informed consent, 40
patients with schizophrenia and 42 age-matched healthy
controls were enrolled in this study. All exams were performed under protocols
approved by the institutional review board and were HIPAA compliant. Resting-state functional
images (R-fMRI) were acquired using a single-shot GRE-EPI sequence on a 3T GE
MR750 system. The R-fMRI data were preprocessed with the DPARSF software
package 3. The whole brain was
then segmented into 160 regions and further classified into six modules according
to the functional template 4 . The causality
between the mean time series of regions was calculated by using the convergent
cross mapping (CCM) algorithm 5. We further employed small topological subgraphs that
called “motifs” 6, 7
to unravel the underlying information flow patterns.
A motif is a connected subgraph consisting of vertices and a set of
edges. Figure 1 shows an illustration of 13 three-node motif classes 7. The motif frequency
spectrum was calculated by detecting the count of occurrences for each
corresponding motif 8. And the probability spectrum of each motif was
obtained by dividing the count of each motif by the total count of all 13 motifs.
In order to measure the significance for each motif class, motif spectra of 100
random networks was generated, and the Z score of each motif was calculated. The
statistical significance for each motif was defined as the Z > 1.96 (P < 0.01). The motif frequency
spectrum calculations were performed at the whole brain scale as well as the
modular scale including within- and between-module. The inter-group statistical
comparison between healthy controls and schizophrenia was performed by using nonparametric permutation test. A significance level of P < 0.01 was used.Results
The motif frequency spectra at the whole brain
scale of the two groups are shown in Figure 2A. The results show that the motif
count in schizophrenia are significantly reduced at all 13 motif classes (All P < 0.01, FDR correction). There are
high Z scores at four motifs (ID 4, 6, 9, 13) in
healthy controls and three motif classes (ID 9, 12, 13) in schizophrenia,
demonstrating significances of these motifs (Figure 2B). For within-module
scale, the motif probability shows similar profiles in both groups (Figure 3A).
Four motif classes (ID 4,6,9,13) in some modules of healthy control brain had
significance, while the significance of motifs (ID 4,6,9) were decreased and
the significance of motif (ID 13) were increased in several modules of patient
brain (Figure 3B). For the between-module scale, the motif probability also
shows similar profiles in both groups (Figure 4A). The significance of motifs
(ID 1,4,6) were decreased and the significance of motifs (ID 12,13) were
increased in several modules of patient brain (Figure 4B).Discussion
In this study, we investigate the difference of
motif patterns in directed brain functional networks between healthy controls
and schizophrenia. The identified five significant motif classes at both whole
brain and modular scales can be classified into the chain-like motif type (i.e.,
ID 4, 6, 9) and the loop-like motif type (i.e., ID 12, 13). All 13
motif classes at whole brain scale are significantly decreased in schizophrenia
group, demonstrating there is disease-related disconnection for the directed
brain functional networks. In addition, the combination of the decreased motif significance
for chain-like motifs and the increased motif significance for loop-like motifs
at both whole brain and modular network scales demonstrates weaker information segregation
and stronger integration for information flow patterns in schizophrenia.Conclusion
To our knowledge, this is the first
study using motif pattern analysis method to assess the disconnection in
schizophrenia. The disease-related motif alterations may gain new insights of
the abnormal information flow patterns.Acknowledgements
No acknowledgement found.References
1. Yu M, Dai Z, Tang X, et al. Convergence and
Divergence of Brain Network Dysfunction in Deficit and Non-deficit
Schizophrenia. Schizophrenia Bulletin. 2017;43(6):1315-1328.
2.
Micheloyannis S. Graph-based network analysis in schizophrenia. World J
Psychiatry. 2012;2(1):1-12.
3.
Chao-Gan Y, Yu-Feng Z. DPARSF: A MATLAB Toolbox for "Pipeline" Data
Analysis of Resting-State fMRI. Front Syst Neurosci. 2010;4:13.
4.
Dosenbach NU, Nardos B, Cohen AL, et al. Prediction of individual brain
maturity using fMRI. Science. 2010;329(5997):1358-1361.
5.
Sugihara G, May R, Ye H, et al. Detecting causality in complex ecosystems.
Science. 2012;338(6106):496-500.
6.
Sporns O, Kotter R. Motifs in brain networks. PLoS Biol. 2004;2(11):e369.
7.
Milo R, Shen-Orr S, Itzkovitz S, et al. Network motifs: simple building blocks
of complex networks. Science. 2002;298(5594):824-827.
8.
Maslov S, Sneppen K. Specificity and stability in topology of protein networks.
Science. 2002;296(5569):910-913.