| Literature DB >> 20835340 |
Bo Kyung Koo1, Young Min Cho, Kuchan Kimm, Jong-Young Lee, Bermseok Oh, Byung Lae Park, Hyun Sub Cheong, Hyoung Doo Shin, Kyung Soo Ko, Sang Gyu Park, Hong Kyu Lee, Kyong Soo Park.
Abstract
BACKGROUND: The Reg gene has been reported to be expressed in regenerating islets and Reg1 protein to be up-regulated at an early stage of diabetes in mice. As human Reg1α is homologous with murine Reg1, we investigated whether common variants in Reg1α are associated with type 2 diabetes in the Korean population.Entities:
Keywords: Diabetes mellitus, type 2; Polymorphism; Reg1α gene
Year: 2010 PMID: 20835340 PMCID: PMC2932892 DOI: 10.4093/kdj.2010.34.4.229
Source DB: PubMed Journal: Korean Diabetes J ISSN: 1976-9180
Clinical characteristics of the study subjects
Data are given as means ± standard deviation for normally distributed variables, and otherwise as medians (range).
P values of BMI and waist circumference were adjusted for age and sex. P values of blood pressure, fasting plasma glucose, plasma insulin, HbA1c, and lipid profiles were adjusted for age, sex, and BMI.
BMI, body mass index; HDL-C, high density lipoprotein cholesterol.
aP values for differences between control group and type 2 diabetes.
Fig. 1(A) Map of the Reg1α gene on chromosome 2p12 with polymorphisms which were identified in 24 Korean DNA samples. Single nucleotide polymorphisms in bold were selected for sequencing in all subjects. (B) Linkage disequilibrium among Reg1α polymorphisms. r2 is a measure of the correlation between alleles at two sites and is calculated by dividing by the product of the four allele frequencies at the two loci.; |D'| = D/Dmax (D represents disequilibrium coefficient and Dmax is the largest possible value of D).
Association between polymorphisms in the Reg1α gene and the risk of type 2 diabetes
Genotype distributions are shown as numbers (%). Odds ratio (OR), 95% confidence interval (CI), and P values were obtained by logistic regression analyses. ORs are expressed per difference in number of rare alleles using an additive model.
Type 2 diabetic patients were divided into three subgroups according to age at diagnosis.
ORs are expressed per difference in number of rare alleles using an additive model after controlling for sex and body mass index (BMI).
FDR, false discovery rate.
a'Early onset' was defined as diabetic subjects with the age at diagnosis of 25 ≤ < 40, bAverage-onset included subjects with age at diagnosis of 40 ≤ < 60, cand age at diagnosis of ≥ 60 years was considered late-onset, dOR between control and all type 2 diabetes patients, eOR between normal controls and early-onset diabetes patients, fOR between normal controls and subjects with average- and late-onset diabetes, gFDR, adjusting for multiple comparisons in the multivariate binary regression analyses of additive effects of polymorphisms in early-onset diabetes compared to control subjects, hP value < 0.05.
Association between haplotypes and the risk of early-onset diabetes
Each haplotype with a frequency of > 0.05 is shown. The genotype of each haplotype is shown according to the sequence: g.-385, g.-36, g.209, g.1385, and g.2199.
OR, odds ratio; CI, confidence interval.
a'Early onset' was defined as the diabetic subjects with the age at diagnosis of 25 ≤ < 40, b'Other' was defined as the diabetic subjects with the age at diagnosis of 40 years or more, cOR between control and all type 2 diabetes patients after controlling for sex and body mass index (BMI) using the dominant model, dOR between normal controls and early-onset diabetes patients after controlling for sex and BMI using the dominant model, eOR between normal controls and the other diabetes patients after controlling for sex and BMI using the dominant model, fP values were obtained by logistic regression analyses in the dominant model controlling for sex and BMI as covariates.