| Literature DB >> 32426349 |
Kai Mi1, Yanan Jiang1,2,3, Jiaxin Chen4, Dongxu Lv1, Zhipeng Qian1, Hui Sun5, Desi Shang1.
Abstract
The relationship between aberrant metabolism and the initiation and progression of diseases has gained considerable attention in recent years. To gain insights into the global relationship between diseases and metabolites, here we constructed a human diseases-metabolites network (HDMN). Through analyses based on network biology, the metabolites associated with the same disorder tend to participate in the same metabolic pathway or cascade. In addition, the shortest distance between disease-related metabolites was shorter than that of all metabolites in the Kyoto Encyclopedia of Genes and Genomes (KEGG) metabolic network. Both disease and metabolite nodes in the HDMN displayed slight clustering phenomenon, resulting in functional modules. Furthermore, a significant positive correlation was observed between the degree of metabolites and the proportion of disease-related metabolites in the KEGG metabolic network. We also found that the average degree of disease metabolites is larger than that of all metabolites. Depicting a comprehensive characteristic of HDMN could provide great insights into understanding the global relationship between disease and metabolites.Entities:
Keywords: correlation; disease; functional modules; metabolite; network random
Year: 2020 PMID: 32426349 PMCID: PMC7203444 DOI: 10.3389/fbioe.2020.00398
Source DB: PubMed Journal: Front Bioeng Biotechnol ISSN: 2296-4185
FIGURE 1The HDMN network. The circles and rectangles in the network correspond to diseases and metabolites, respectively. The edges represent connections between a disease and a metabolite. The node size is proportional to its degree. The nodes are colored according to 28 disease classes and 12 KEGG pathway categories. The network has a total of 2339 nodes (625 disease nodes,1714 metabolite nodes) with 5475 edges.
FIGURE 2The basic network features of the HDMN. (A) Distribution of the number of mapped metabolites. (B) Distribution of the number of mapped diseases. (C,D) The distribution of nodes in the different disease and metabolic pathway categories. (E) The distribution of metabolites in each disease class in 12 metabolic pathways was calculated according to the hypergeometric test (P-value < 0.01).
FIGURE 3Hierarchical clustering on the HDMN and functional modules. (A) Hierarchical clustering of network hub nodes. The corresponding cell was colored red if there was an edge between the disease and metabolite in the HDMN. (B–E) Zoom-in plot showing some closely related functional modules.
FIGURE 4The relationship between diseases and metabolites in the HDMN. (A) Comparison of true DS score with random disturbance DS score (P-value = 2.2e-16, two sided Wilcox. Test). (B) The shortest distances between any two nodes in the metabolic network, and the shortest distance between disease metabolites (P-value = 2.2e-16, two sided Wilcox. Test).
FIGURE 5Degree of nodes association in HDMN. (A) The average degree of all metabolite and disease nodes. (B) The correlation between proportion of disease-related metabolites and degree (P-value = 0.008, F-test). (C) The average degree of metabolite in each disease class. The color of the disease corresponds to that of Figure 1.