| Literature DB >> 22375114 |
Jing Sui1, Qingbao Yu, Hao He, Godfrey D Pearlson, Vince D Calhoun.
Abstract
Schizophrenia (SZ) is one of the most cryptic and costly mental disorders in terms of human suffering and societal expenditure (van Os and Kapur, 2009). Though strong evidence for functional, structural, and genetic abnormalities associated with this disease exists, there is yet no replicable finding which has proven accurate enough to be useful in clinical decision making (Fornito et al., 2009), and its diagnosis relies primarily upon symptom assessment (Williams et al., 2010a). It is likely in part that the lack of consistent neuroimaging findings is because most models favor only one data type or do not combine data from different imaging modalities effectively, thus missing potentially important differences which are only partially detected by each modality (Calhoun et al., 2006a). It is becoming increasingly clear that multimodal fusion, a technique which takes advantage of the fact that each modality provides a limited view of the brain/gene and may uncover hidden relationships, is an important tool to help unravel the black box of schizophrenia. In this review paper, we survey a number of multimodal fusion applications which enable us to study the schizophrenia macro-connectome, including brain functional, structural, and genetic aspects and may help us understand the disorder in a more comprehensive and integrated manner. We also provide a table that characterizes these applications by the methods used and compare these methods in detail, especially for multivariate models, which may serve as a valuable reference that helps readers select an appropriate method based on a given research question.Entities:
Keywords: CCA; DTI; EEG; ICA; MRI; SNP; multimodal fusion; schizophrenia
Year: 2012 PMID: 22375114 PMCID: PMC3285795 DOI: 10.3389/fnhum.2012.00027
Source DB: PubMed Journal: Front Hum Neurosci ISSN: 1662-5161 Impact factor: 3.169
Figure 1Motivating example for multimodal joint analysis. (A) Fiber bundle [fractional anisotropy (FA) from DTI] provides varied input to a distant region in two participants whose particular SNPs also differ, thus fMRI activity is different at the output location (orange circles) and possibly in functional connectivity, while fMRI activity at the input (red circles) is unaffected. Traditional separate analysis of each modality (B) would not reveal such modal interactions, whereas a joint analysis (C) may detect the underlying associations.
Figure 2Functional magnetic resonance imaging/EEG/sMRI fusion by mCCA from Correa et al. (.
Figure 3Auditory oddball/gray matter jICA analysis. Only one component demonstrated a significant difference between patients and controls. The joint source map for the auditory oddball fMRI data (A) and gray matter (B) data is presented along with the loading parameters for patients and controls (C).
Figure 4Joint fMRI/FA component that is HC–SZ discriminative, from Sui et al. (. Spatial maps of the identified functional blobs (A) and WM regions (B) are displayed with the correlation plot between subjects’ loadings and ages. Specifically, HC in red line, SZ in blue line, BP in green line, and trend of all subjects in black line. (C) Shows a high-level brain interaction diaphragm according to the joint component. Functional region with a red solid line frame indicates a major portion activation and the dotted line frame indicates that only small part of it is activated. Abbreviations are defined below, SLF, superior longitudinal fasciculus; CST, corticospinal tract; IFO, inferior fronto-occipital fasciculus; ILF, inferior longitudinal fasciculus; ATR, anterior thalamic radiation; CGC, cingulum; FMAJ, forceps major; FMIN, forceps minor.
Figure 5Functional magnetic resonance imaging/SNP parallel ICA from Liu et al. (.
Multivariate methods comparison and their applications to schizophrenia.
| Methods | Combinations | Studies | Optimization assumptions | Goals and purposes | Need of priors | No. of modality | Input data |
|---|---|---|---|---|---|---|---|
| Joint ICA | fMRI–sMRI (GM), fMRI–EEG, fMRI–DTI (FA), GM–WM | Calhoun et al. ( | To examine a common mixing modulation across subjects among modalities and to find the linked source maps | No | 2 is preferred, 3+ is possible | Features | |
| Multimodal CCA | fMRI–EEG, fMRI–sMRI (GM) | Correa et al. ( | Maximizes covariation of the mixing profiles across the two datasets, | To detect common as well as distinct level of connection between subject modulation | No | 2 is classical, 3+ is possible | Features or raw data |
| mCCA + jICA | fMRI–DTI (FA) | Sui et al. ( | Assume the decomposed component from each modality have some degree of correlation between subject-mixing profiles. mCCA is first used in order to make the jICA job more reliable by providing a close initial match via correlation; jICA further separates the remaining mixtures in the joint maps | To achieve both flexible modal association (high or low correlation) and accurate source separation. It is easily to be applied to 3+ modalities | No | 2+ is preferred | Features |
| Parallel ICA | fMRI–gene (SNP), GM–gene (SNP) | Liu et al. ( | Maximizes the cost function based on both entropy (for all components) and the correlation term (for components whose the mixing profile correlations are above the threshold) by enhancing intrinsic interrelationships of the ICs | To identify both independent components and flexible connections between two modalities. It has been applied widely in fusion of imaging and genetic data | Yes | 2 | Features |
| CC-ICA | multitask fMRI (can also be applied to multimodal fusion) | Sui et al. ( | All modalities share a same subject-mixing matrix and a group difference criterion is incorporated into the traditional ICA cost function to be maximized. CC-ICA is optimized for detecting group differences | To improve the sensitivity of the components extraction to group differences as well as the decomposition accuracy | Yes | 2 is preferred, 3+ is possible | Features |
| Other models | fMRI–EEG, fMRI–MEG, MRT–DTI | Eichele et al. ( |
*Here the “feature” is defined as a distilled dataset representing an interesting part of each modality and it contributes as an input vector for each modality and each subject. The raw high dimensional data is preprocessed to generate a second-level output (that is “feature”), which can be a contrast map calculated from task-related fMRI by the general linear model, a component image from a first-level ICA, an FA map from DTI data, or channels from raw EEG signals.