| Literature DB >> 27061195 |
Jingya Qiu1, Jason H Moore2, Christian Darabos2,3.
Abstract
Genome-wide association studies (GWAS) have led to the discovery of over 200 single nucleotide polymorphisms (SNPs) associated with type 2 diabetes mellitus (T2DM). Additionally, East Asians develop T2DM at a higher rate, younger age, and lower body mass index than their European ancestry counterparts. The reason behind this occurrence remains elusive. With comprehensive searches through the National Human Genome Research Institute (NHGRI) GWAS catalog literature, we compiled a database of 2,800 ancestry-specific SNPs associated with T2DM and 70 other related traits. Manual data extraction was necessary because the GWAS catalog reports statistics such as odds ratio and P-value, but does not consistently include ancestry information. Currently, many statistics are derived by combining initial and replication samples from study populations of mixed ancestry. Analysis of all-inclusive data can be misleading, as not all SNPs are transferable across diverse populations. We used ancestry data to construct ancestry-specific human phenotype networks (HPN) centered on T2DM. Quantitative and visual analysis of network models reveal the genetic disparities between ancestry groups. Of the 27 phenotypes in the East Asian HPN, six phenotypes were unique to the network, revealing the underlying ancestry-specific nature of some SNPs associated with T2DM. We studied the relationship between T2DM and five phenotypes unique to the East Asian HPN to generate new interaction hypotheses in a clinical context. The genetic differences found in our ancestry-specific HPNs suggest different pathways are involved in the pathogenesis of T2DM among different populations. Our study underlines the importance of ancestry in the development of T2DM and its implications in pharmocogenetics and personalized medicine.Entities:
Keywords: East Asian populations; GWAS; complex disease; human phenotype network; type 2 diabetes
Mesh:
Year: 2016 PMID: 27061195 PMCID: PMC5071667 DOI: 10.1002/gepi.21964
Source DB: PubMed Journal: Genet Epidemiol ISSN: 0741-0395 Impact factor: 2.135
Figure 1A schematic representation of a bipartite network (middle) and its projections in each vertex space. In our example, the circles are phenotypes and the rectangles are pathways, or vice versa.
Figure 2An example of a subset of the phenotype‐SNP bipartite network, filtered to increase readability (edge weight cutoff = 0.01). Phenotypes are denoted with blue and pathways are denoted with red. Vertex sizes are proportional to the number of associated biological pathways.
Figure 3The projected HPN filtered (edge weight cutoff = 0.01). Vertices are colored by “‘modules”’ [Darabos et al., 2014c] to increase readability and are proportional to the number of associated biological pathways.
Figure 4The degree distribution postfiltering on a linear scale.
Figure 5The degree distribution postfiltering on a logarithmic scale.
Figure 6T2DM‐centric ancestry‐specific HPN subnetworks. (A) The global T2DM‐HPN encompassing all ancestry backgrounds. (B) The European ancestry T2DM‐HPN. (C) The East Asian ancestry T2DM‐HPN. (D) The African ancestry T2DM‐HPN. All networks have been filtered using a minimal edge‐weight threshold (cutoff = 5 × 10−4) to increase the readability.
The number of SNPs and loci associated with T2D in each specific ancestry
| EU | EA | AF | |
|---|---|---|---|
| SNPs | 142 (106) | 147 (99) | 14 (10) |
| Loci | 95 | 115 | 14 |
In parenthesis, we report the number of SNPs unique to that ancestry (i.e., SNPs that cannot be found in other ancestry populations). The detailed breakdown of the unique SNPs for each ancestry is listed in Table S3.
Global statistical properties of the T2DM‐specific HPNs
| EU | EA | AF | All populations | |
|---|---|---|---|---|
| Nodes/traits ( | 40 | 27 | 4 | 51 |
| Edges ( | 767/189 | 340/74 | 6 | 1250/232 |
| Average degree ( | 38.35/9.45 | 25.185/5.481 | 3 | 49.02/12.67 |
| Average weighted degree ( | 0.034/0.036 | 0.033/0.028 | 0.002 | 0.034/0.025 |
| Density ( | 0.983/0.242 | 0.969/0.211 | 1 | 0.098/0.98 |
| Average clustering coefficient ( | 0.985/0.658 | 0.974/0.518 | 1 | 0.983/0.644 |
| Average path length ( | 1.017/2.597 | 1.031/2.741 | 1 | 1.02/2.416 |
Nodes and traits N is the count of vertices in the network. Edges E is the number of edges. The average K degree is the average number of edges connected to each node averaged over the entire network, K = 2E/N. The average weighted W degree is the sum of the weights associated to all the edges impinging each node averaged over the entire network. The density of the network D is the fraction of existing edges over all possible edges in the network (complete network). The average clustering coefficient CC is the probability that two neighboring nodes of any given vertex are also neighbors of each other. Vertices are called neighbors when an edge connects them. The average path length APL is the average minimal number of edges separating all pairs of vertices. Newman's [2010] textbook on networks contains a more complete mathematical definition of these properties. The values pre‐ and postfiltering are separated by a “/.”
The unique and overlapping phenotype nodes and edges from the comparison of the East Asian ancestry and European ancestry HPNs
| East Asians | Europeans | |||
|---|---|---|---|---|
| Nodes | Edges | Nodes | Edges | |
| Unique to network | 6 (22%) | 135 (40%) | 19 (48%) | 562 (74%) |
| Overlapping | 21 (78%) | 205 (60%) | 21 (52%) | 205 (26%) |
| Total | 27 | 340 | 40 | 767 |
“Overlapping” refers to nodes or edges that are found in both networks. Our study focuses on the six phenotype nodes unique to the East Asian HPN. The corresponding phenotypes are displayed in Table S2. The African HPN was not compared to other networks because it is too small to depict any meaningful relationships.