Jinyao Wang1, Zhenkun Wang2, Chuanhua Yu3,4. 1. Department of Epidemiology and Biostatistics, School of Public Health, Wuhan University, 115 Donghu Road, Wuhan 430071, China. jinjinyao456@163.com. 2. Department of Epidemiology and Biostatistics, School of Public Health, Wuhan University, 115 Donghu Road, Wuhan 430071, China. wongzhenkun@gmail.com. 3. Department of Epidemiology and Biostatistics, School of Public Health, Wuhan University, 115 Donghu Road, Wuhan 430071, China. yuchua@163.com. 4. Global Health Institute, Wuhan University, 115 Donghu Road, Wuhan 430071, China. yuchua@163.com.
Abstract
BACKGROUND: Studies evaluating the association between the atrial natriuretic peptide (ANP) genetic polymorphism and the risk of essential hypertension (EH) have reported inconsistent results. The aim of this meta-analysis was to provide a more reliable estimation of the possible relationship between the atrial natriuretic peptide genetic polymorphism and the risk of essential hypertension (EH). METHODS: Relevant articles were searched to identify all case-control or cohort design studies of the associations between ANP polymorphism and EH. The heterogeneity was checked using the Q test and the inconsistent index (I²). The odds ratio (OR) test and 95% confidence interval (CI) were calculated in a fixed or random effects model to evaluate the strength of association. Begg's test and Egger's test were applied to evaluate the publication bias. RESULTS: A total of 25 case-control studies including 5520 cases and 5210 controls exploring the association between ANP polymorphism and EH were available for this meta-analysis. No significant association between the T2238C polymorphism and overall EH risk under the five genetic models was found (C vs. T: OR = 1.1, 95%CI = 0.94-1.2, p = 0.38; TC vs. TT: OR = 1.1, 95%CI = 0.88-1.5, p = 0.32; CC vs. TT: OR = 1.3, 95%CI = 0.90-1.9, p = 0.16; (CC + TC) vs. TT: OR = 1.1, 95%CI = 0.88-1.4, p = 0.35; CC vs. (TT + TC): OR = 1.1, 95%CI = 0.83-1.4, p = 0.55). We also found that the G1837A polymorphism had no significant association with overall EH risk (A vs. G: OR = 1.3, 95%CI = 0.96-1.9, p = 0.090; GA vs. GG: OR = 1.5, 95%CI = 0.83-2.6, p = 0.19; AA vs. GG: OR = 0.87, 95%CI = 0.34-2.3, p = 0.78; (AA + GA) vs. GG: OR = 1.5, 95%CI = 0.86-2.5, p = 0.17; AA vs. (GG + GA): OR = 1.3, 95%CI = 0.85-2.0, p = 0.22). In the analysis of the T1766C polymorphism, after removing the study of Nkeh, the 1766C allele suggested a protective effect in the model of TC vs. TT (OR = 0.64, 95%CI = 0.47-0.86, p = 0.003) and (CC + TC) vs. TT (OR = 0.64, 95%CI = 0.48-0.87, p = 0.004). CONCLUSIONS: This meta-analysis suggested that no significant relationships between ANP T2238C, G1837A gene polymorphisms and the risk of essential hypertension exist. Conversely, the ANP T1766C gene polymorphism may be associated with the risk of essential hypertension, and the 1766C allele may be a protective factor against EH. However, due to the number of limited articles on the T1766C polymorphisms, further studies are still needed to accurately prove the association between the T1766C gene polymorphism and the risk of essential hypertension.
BACKGROUND: Studies evaluating the association between the atrial natriuretic peptide (ANP) genetic polymorphism and the risk of essential hypertension (EH) have reported inconsistent results. The aim of this meta-analysis was to provide a more reliable estimation of the possible relationship between the atrial natriuretic peptide genetic polymorphism and the risk of essential hypertension (EH). METHODS: Relevant articles were searched to identify all case-control or cohort design studies of the associations between ANP polymorphism and EH. The heterogeneity was checked using the Q test and the inconsistent index (I²). The odds ratio (OR) test and 95% confidence interval (CI) were calculated in a fixed or random effects model to evaluate the strength of association. Begg's test and Egger's test were applied to evaluate the publication bias. RESULTS: A total of 25 case-control studies including 5520 cases and 5210 controls exploring the association between ANP polymorphism and EH were available for this meta-analysis. No significant association between the T2238C polymorphism and overall EH risk under the five genetic models was found (C vs. T: OR = 1.1, 95%CI = 0.94-1.2, p = 0.38; TC vs. TT: OR = 1.1, 95%CI = 0.88-1.5, p = 0.32; CC vs. TT: OR = 1.3, 95%CI = 0.90-1.9, p = 0.16; (CC + TC) vs. TT: OR = 1.1, 95%CI = 0.88-1.4, p = 0.35; CC vs. (TT + TC): OR = 1.1, 95%CI = 0.83-1.4, p = 0.55). We also found that the G1837A polymorphism had no significant association with overall EH risk (A vs. G: OR = 1.3, 95%CI = 0.96-1.9, p = 0.090; GA vs. GG: OR = 1.5, 95%CI = 0.83-2.6, p = 0.19; AA vs. GG: OR = 0.87, 95%CI = 0.34-2.3, p = 0.78; (AA + GA) vs. GG: OR = 1.5, 95%CI = 0.86-2.5, p = 0.17; AA vs. (GG + GA): OR = 1.3, 95%CI = 0.85-2.0, p = 0.22). In the analysis of the T1766C polymorphism, after removing the study of Nkeh, the 1766C allele suggested a protective effect in the model of TC vs. TT (OR = 0.64, 95%CI = 0.47-0.86, p = 0.003) and (CC + TC) vs. TT (OR = 0.64, 95%CI = 0.48-0.87, p = 0.004). CONCLUSIONS: This meta-analysis suggested that no significant relationships between ANPT2238C, G1837A gene polymorphisms and the risk of essential hypertension exist. Conversely, the ANPT1766C gene polymorphism may be associated with the risk of essential hypertension, and the 1766C allele may be a protective factor against EH. However, due to the number of limited articles on the T1766C polymorphisms, further studies are still needed to accurately prove the association between the T1766C gene polymorphism and the risk of essential hypertension.
Cardiovascular disease (CVD), including essential hypertension (EH), is the leading cause of mortality throughout the world [1]. Among the important worldwide public-health challenges, hypertension has become an independent predisposing factor for many cardiovascular diseases, including coronary heart disease, heart failure stroke and many other serious cardiovascular diseases. It is estimated that hypertension is the third most important risk factor for disability-adjusted life-years [2,3]. Although mortality caused by cardiovascular disease has recently declined, the burden of CVD remains high [4]. Hypertension is a complex disease regulated by many interactional systems that have remained unclear until now [5]. Hypertension is likely to be a type of multifactorial, polygenic and genetic disorder influenced by genetic variations [5,6], and there are some reports on possible candidate genes [7]. Genetic elements played a vital role in the range of blood pressure [8] in human essential hypertension; blood ANP levels are considered to be higher than those in normal subjects [9]. In recent years, many studies have discussed the relationships between genetic polymorphisms and essential hypertension, but some of the conclusions are inconsistent and unconvincing.Atrial natriuretic peptide (ANP), which is also called atrial natriuretic factor (ANF), is a cardiac hormone that is synthesized and secreted in cardiac atrial [9,10,11]. The main physiological role of ANP is to make vascular smooth muscle diastolic and induce apoptosis in cultured cardiac myocytes; in addition, ANP can inhibit rennin-angiotensin-aldosterone and myocardial contractile activity [12,13]. ANP plays an important role in the regulation of blood pressure [14]. In order to provide evidence for the prevention of essential hypertension, many researchers have conducted a series of studies exploring the potential relationships between atrial natriuretic peptide (ANP) genetic polymorphism and essential hypertension [7,15,16]. According to existing studies, several candidate genes have been identified as risk factors of EH; the humanANP gene may be a possible candidate gene contributing to the risk of EH or other cardiovascular diseases [17,18]. Consequently, the current meta-analysis was conducted to examine whether the ANP polymorphisms are associated with patients with essential hypertension.
2. Materials and Methods
2.1. Literature Search Strategy
We systematically searched PubMed, the Cochrane Library, Wiley, Embase, China National Knowledge Infrastructure (CNKI), and the Chinese WanFang Database for reports of populations based on case-control or cohort design studies published before 1 December 2015. The databases were searched by two authors independently using the following keywords: (“essential hypertension” or “primary hypertension” or “hypertension” or “blood pressure” or “arterial pressure”) AND (“atrial natriuretic factor” or ‘‘ANF’’ or ‘‘atrial natriuretic peptide’’ or ‘‘ANP’’ or ‘‘atrial natriuretic hormone’’ or “ANH” or ‘‘natriuretic peptides’’ or “NPPA” or“ natriuretic peptide precursor A”) AND (‘‘mutation’’ or ‘‘polymorphism, genetic’’ or ‘‘variation’’ or ‘‘polymorphism’’ ‘‘polymorphism, single nucleotide” or ‘‘single nucleotide polymorphism’’ or ‘‘SNP’’ or ‘‘variant’’ or “alleles” or “allele” or “genotype”). We also performed a manual search of the reference lists from relevant articles to find other potential articles. The search was conducted on studies published in English and Chinese.
2.2. Inclusion Criteria
Studies that met the following criteria were included:studies of case-control or cohort design studies;studies investigating the association between ANP polymorphism and essential hypertension;full-text articles; andhypertension was defined as at least three consecutive systolic blood pressure (SBP) measurements ≥ 140 mmHg or diastolic blood pressure (DBP) measurement ≥ 90 mmHg, or receiving antihypertensive pharmacotherapy treatment for at least 1 year; controls were healthy individuals in the same period.
2.3. Exclusion Criteria
Studies that did not meet the following criteria were excluded:duplicated studies;reviews and literature without detailed genotype data;studies with no controls;unpublished articles, abstracts and comments;subjects in the study were not human; andSBP < 140 mmHg or DBP < 90 mmHg in cases or secondary hypertension or other serious cardiovascular disease of cases were excluded.
2.4. Data Extraction
The following data were independently extracted by two reviewers, and disagreements between the two reviews were resolved through discussion until the reviewers reached a consensus. The data extraction included: the first author’s name, publication year, country, ethnicity, the number of cases and controls the sources of the subjects, genotyping methods, quality score, genotype distribution and allele frequency in cases and controls, and the Hardy-Weinberg equilibrium (HWE, p < 0.05 was considered a significant difference from HWE).
2.5. Quality Assessment of the Included Studies
The quality of the included studies was independently assessed by two reviewers, and disagreements between the two reviews were resolved through discussion until the reviewers reached a consensus. The quality of the included studies was evaluated using the Newcastle–Ottawa quality assessment scale [19]. The scale includes a total of three categories and eight entries. The number of stars represent the quality of studies. The highest quality research can be granted ten stars. Studies with six stars or higher than six stars were considered high quality.
2.6. Statistical Analysis
The STATA 12.0 software (Stata, College Station, TX, USA) was chosen as the statistical analysis software for data management. To evaluate the associations between the ANPT2238C, G1837A and T1766C polymorphisms and the risk of EH, odds ratios (ORs) and 95% confidence intervals (95%CI) were calculated using five models, including an additive model (C vs. T), co-dominant model (TC vs. TT; CC vs. TT), dominant model ((CC + TC) vs. TT) and recessive model (CC vs. (TT + TC)) of the T2238C polymorphism and T1766C polymorphism. Pooled OR and 95%CI were also calculated under five genetic models including an additive model (A vs. G), co-dominant model (GA vs. GG; AA vs. GG), dominant model ((AA + GA) vs. GG) and recessive model (AA vs. (GG + GA)) of the G1837A polymorphism. p values and I2 were calculated using the Q-test. The I2 = [100% × (Q − df/Q)] test for heterogeneity between the results of different studies was conducted. The fixed effects model was used if p > 0.10 and I2 < 50%; the pooled OR and corresponding 95%CI were calculated using the Mantel-Haenszel method. Otherwise, a random effects model using the DerSimonian-Laird method was conducted to evaluate the pooled OR value. Begg’s test and Egger’s test were applied to evaluate the publication bias. p < 0.1 indicated that there was significant publication bias, and a relevant funnel plot was drawn.
3. Results
3.1. Characteristics of the Data Included in the Meta-Analysis
According to the inclusion and exclusion, a total of 25 studies including 5520 cases and 5210 controls were available for this meta-analysis. The specific flow chart is shown in Figure 1. The basic characteristics of the studies included are presented in Table 1 and Table 2. The HWE test was also conducted to identify the genotype distribution of the controls in all of the studies. Three SNPs were analyzed, including T2238C, G1837A and T1766C, in 25 studies. Among the studies included in this meta-analysis, 15 articles explored the relationship between hypertension and T2238C polymorphism, six articles were about G1837A polymorphism and four articles were about T1766C polymorphism. Stratification occurred according to the source of subjects; two design methods were conducted including (P-B) population-based and (H-B) hospital-based; according to the ethnicity of the subjects, three races were considered, including Asian, White and Black. The four genotyping methods included PCR, polymerase chain reaction and restriction fragment length polymorphism (PCR-RFLP), gene chips and Q-PCR.
Figure 1
Flow chart of studies included in this meta-analysis.
Table 1
Characteristics of studies included in the meta-analysis.
Author
Year
Locus
Source
Country
Ethnicity
Number
Genotyping Methods
Quality Score
T2238C
Case
Control
Case
Control
Hu et al. [17]
2014
H-B
H-B
China
Asian (Han)
100
97
Gene chips
6
Soualmia et al. [14]
2014
H-B
P-B
Tunisia
White (Tunisian)
384
453
PCR-RFLP
7
Liang et al. [20]
2011
P-B
P-B
China
Asian (Han)
205
260
PCR-RFLP
6
Liang et al. [20]
2011
P-B
P-B
China
Asian (Kazakh)
218
232
PCR-RFLP
6
Xiong et al. [21]
2010
H-B
H-B
China
Asian (Han)
81
120
Gene chips
5
Tian and Cheng [22]
2010
H-B
P-B
China
Asian (Han)
976
976
Q-PCR
6
Wang and Mao [23]
2009
H-B
H-B
China
Asian (Han)
238
184
Gene chips
4
Li [24]
2007
P-B
P-B
China
Asian (Yi)
99
134
PCR
5
Li [24]
2007
P-B
P-B
China
Asian (Hani)
172
133
PCR
5
Zhang YM [25]
2006
P-B
P-B
China
Asian (Kazakh)
314
229
PCR-RFLP
6
Li et.al. [26]
2005
P-B
P-B
China
Asian (Kazakh)
313
205
PCR-RFLP
6
Zorc et.al. [27]
2004
H-B
H-B
Slovenia
Caucasian
58
57
PCR
6
Nannipieri et.al. [28]
2001
P-B
P-B
Europeans
White
121
105
PCR-RFLP
6
Rahmutula et.al. [29]
2001
H-B
H-B
Japan
Asian
233
213
PCR
3
Rutledge et.al. [30]
1995
H-B
P-B
American
Black
60
44
PCR
6
G1837A
case
control
case
control
Li [24]
2007
P-B
P-B
China
Asian (Yi)
99
134
PCR
5
Li [24]
2007
P-B
P-B
China
Asian (Hani)
172
133
PCR
5
Zhang et.al. [31]
2005
P-B
P-B
China
Asian (Kazakh)
287
190
PCR-RFLP
5
Rahmutula et.al. [29]
2001
H-B
H-B
Japan
Asian
233
213
PCR
3
Bernard et.al. [32]
1999
H-B
P-B
China
Asian
108
109
PCR
6
Rutledge et.al. [30]
1995
H-B
P-B
American
Black
60
44
PCR
6
T1766C
case
control
case
control
He [33]
2007
P-B
P-B
China
Asian (Kazakh)
199
198
PCR-RFLP
5
He et.al. [34]
2007
P-B
P-B
China
Asian (Kazakh)
246
244
PCR-RFLP
5
Benedicta et.al. [35]
2002
H-B
P-B
African
Black
289
278
PCR-RFLP
6
Kato et.al. [36]
2000
H-B
H-B
Japan
Asian
255
225
PCR
5
P-B: population-based; H-B: hospital-based.
Table 2
The allele gene and genotype frequency of ANP polymorphisms in the meta-analysis.
Author
Year
Locus
Allele Number
Gene Number
HWE
Case
Control
Case
Control
T2238C
T
C
T
C
TT
TC
CC
TT
TC
CC
Hu et.al. [17]
2014
197
3
190
4
97
3
0
93
4
0
YES
Soualmia et.al. [14]
2014
372
396
448
458
27
318
39
50
348
55
NO
Liang et.al. [20]
2011
246
164
320
200
50
146
9
62
196
2
YES
Liang et.al. [20]
2011
322
114
329
135
108
106
4
103
123
6
YES
Xiong et.al. [21]
2010
146
16
213
27
70
6
5
103
7
10
YES
Tian and Cheng [22]
2010
1934
18
1936
16
960
14
2
962
12
2
YES
Wang and Mao [23]
2009
458
18
363
5
220
18
0
179
5
0
YES
Li [24]
2007
195
3
266
2
96
3
0
132
2
0
YES
Li [24]
2007
338
6
260
6
166
6
0
127
6
0
YES
Zhang YM [25]
2006
584
44
433
25
277
30
7
206
21
2
YES
Li et.al. [26]
2005
581
45
390
20
273
35
5
187
16
2
YES
Zorc et.al. [27]
2004
30
86
41
73
2
26
30
4
33
20
YES
Nannipieri et.al. [28]
2001
216
26
171
39
95
26
0
67
37
1
YES
Rahmutula et.al. [29]
2001
11
455
13
413
0
11
222
0
13
200
YES
Rutledge et.al. [30]
1995
70
50
54
34
17
36
7
19
16
9
YES
G1837A
G
A
G
A
GG
GA
AA
GG
GA
AA
Li [24]
2007
178
20
245
23
79
20
0
113
19
2
YES
Li [24]
2007
296
48
233
33
127
42
3
101
31
1
YES
Zhang et.al. [31]
2005
514
60
346
34
228
58
1
158
30
2
YES
Rahmutula et.al. [29]
2001
42
424
47
379
3
36
194
1
45
167
YES
Bernard et.al. [32]
1999
191
25
195
23
86
19
3
87
21
1
YES
Rutledge et.al. [30]
1995
90
30
85
3
30
30
0
41
3
0
YES
T1766C
T
C
T
C
TT
TC
CC
TT
TC
CC
He [33]
2007
304
94
291
105
108
88
3
95
101
2
YES
He et.al. [34]
2007
290
202
267
221
49
192
5
29
209
6
YES
Benedicta et.al. [35]
2002
333
245
311
245
87
159
43
85
141
52
YES
Kato et.al. [36]
2000
506
4
440
10
251
4
0
215
10
0
YES
3.2. Meta-Analysis
The results of the heterogeneity test of the total population of the association between T2238C polymorphisms and EH were as follows: C vs. T: p* = 0.19, I2 = 23.6%; TC vs. TT: p* = 0.053, I2 = 41.4%; CC vs. TT: p* = 0.46, I2 = 0.0%; (CC + TC) vs. TT: p* = 0.066, I2 = 39.2%; CC vs. (TT + TC): p* = 0.18, I2 = 27.7% (p*: p value of heterogeneity). The results of the test for heterogeneity of the overall population of G1837A polymorphisms and EH were as follows: A vs. G: p* = 0.051, I2 = 54.7%; GA vs. GG: p* = 0.005, I2 = 70.1%; AA vs. GG: p* = 0.48, I2 = 0.0%; (AA + GA) vs. GG: p* = 0.009, I2 = 67.5%; AA vs. (GG + GA): p* = 0.53, I2 = 0.0% (p*: p value of heterogeneity). In the overall population, if the test level α = 0.10, in the T2238C polymorphism analysis, except for the co-dominant model (TC vs. TT) and dominant model ((CC + TC) vs. TT), the other three models all met the level p > 0.10 and I2 < 50%; a random effects model was used in the co-dominant model (TC vs. TT) and dominant model ((CC + TC) vs. TT), and a fixed effects model was conducted in the other three genetic models. The forest plots of five genetic models of the total population between T2238C polymorphism and EH are presented in Figure 2, Figure 3, Figure 4, Figure 5 and Figure 6; the P value of significance test(s) of OR = 1 is shown in Table 3. Overall, no statistically significant associations between T2238C polymorphisms and EH were found in five models of the total population. The results of meta-analysis of the G1837A polymorphism and EH are shown in Table 4; five genetic models of the overall population were also conducted. The results of meta-analysis of the T1766C polymorphism and EH are presented in Table 5.
Figure 2
Forest plot of overall population of T2238C additive model (C vs. T).
Figure 3
Forest plot of overall population of T2238C co-dominant model-1 (TC vs. TT).
Figure 4
Forest plot of overall population of T2238C co-dominant model-2 (CC vs. TT).
Figure 5
Forest plot of overall population of T2238C dominant model (CC + TC) vs. TT.
Figure 6
Forest plot of overall population of T2238C recessive model CC vs. (TT + TC).
Table 3
Meta-analysis of T2238C polymorphism and EH.
Stratification Factors
No.
Additive Model (C vs. T)
p
Co-Dominant Model-1 (TC vs. TT)
p
Co-Dominant Model-2 (CC vs. TT)
p
Dominant Model (CC + TC) vs. TT
p
Recessive Model CC vs. (TT + TC)
p
OR(95%CI) a
OR(95%CI) a
OR(95%CI) a
OR(95%CI) a
OR(95%CI) a
Overall
15
1.1(0.94–1.2)
0.38
1.1(0.88–1.5)
0.32
1.3(0.90–1.9)
0.16
1.1(0.88–1.4)
0.35
1.1(0.83–1.4)
0.55
Ethnicity
Asian
11
1.1(0.92–1.3)
0.38
1.0(0.84–1.3)
0.75
1.4(0.81–2.4)
0.23
1.1(0.86–1.3)
0.62
1.3(0.81–2.2)
0.26
White
3
0.96(0.58–1.6)
0.89
1.0(0.38–2.7)
0.96
1.3 (0.76–2.4)
0.32
1.1(0.39–2.9)
0.91
1.1(0.51–2.4)
0.80
Black
1
1.1(0.65–2.0)
0.66
2.5(1.0–6.1)
0.040
0.87(0.27–2.8)
0.82
1.9(0.85–4.4)
0.12
0.51(0.18–1.5)
0.23
Source of controls
HB
5
1.4(0.97–1.9)
0.073
1.6(0.87–3.1)
0.13
1.1(0.45–2.7)
0.83
1.4(0.73–2.8)
0.30
1.4(0.85–2.3)
0.19
PB
10
1.0(0.90–1.1)
0.77
1.1(0.82–1.4)
0.58
1.4(0.90–2.1)
0.15
1.1(0.83–1.4)
0.57
0.97(0.70–1.4)
0.86
Genotyping methods
Gene chips
3
1.2(0.53–2.9)
0.62
1.6(0.72–3.5)
0.25
0.74(0.24–2.2)
0.59
1.3(0.58–3.1)
0.50
0.72(0.24–2.2)
0.57
PCR-RFLP
6
1.0(0.82–1.2)
1.0
1.0(0.72–1.4)
0.99
1.5(0.93–2.3)
0.096
1.0(0.73–1.4)
0.91
1.3(0.64–2.6)
0.48
Q-PCR
1
1.1(0.57–2.2)
0.73
1.2(0.54–2.5)
0.69
1.0(0.14–7.1)
1.0
1.1(0.56–2.4)
0.71
1.0(0.14–7.1)
1.0
PCR
5
1.3(0.93–1.8)
0.13
1.7(0.90–3.1)
0.10
1.3(0.49–3.4)
0.61
1.5(0.85–2.8)
0.15
1.2(0.58–2.5)
0.62
: pooled OR and relevant 95%CI; p: p value of significance test(s) of OR = 1.
Table 4
Meta-analysis of G1837A polymorphism and EH.
Gene Type
Genetic Model
OR a
95%CI
p
I2
p*
Model
Overall
A vs. G
additive model
1.3
0.96–1.9
0.090
54.7%
0.051
RE
GA vs. GG
co-dominant model-1
1.5
0.83–2.6
0.19
70.1%
0.005
RE
AA vs. GG
co-dominant model-2
0.87
0.34–2.3
0.78
0.0%
0.48
FE
(AA + GA) vs. GG
dominant model
1.5
0.86–2.5
0.17
67.5%
0.009
RE
AA vs. (GG + GA)
recessive model
1.3
0.85–2.0
0.22
0.0%
0.53
FE
Work of Rutledge removed
A vs. G
additive model
1.2
0.95–1.5
0.14
0.0%
1.0
FE
GA vs. GG
co-dominant model-1
1.2
0.88–1.6
0.29
0.0%
0.56
FE
AA vs. GG
co-dominant model-2
0.87
0.34–2.3
0.78
0.0%
0.48
FE
(AA + GA) vs. GG
dominant model
1.2
0.88–1.5
0.28
0.0%
0.82
FE
AA vs. (GG + GA)
recessive model
1.3
0.85–2.0
0.22
0.0%
0.53
FE
: pooled OR and relevant 95%CI; p: p value of significance test(s) of OR = 1; *: p value of heterogeneity; FE: fixed effect model; RE: random effect model.
Table 5
Meta-analysis of T1766C polymorphism and EH.
Gene Type
Genetic Model
OR a
95%CI
p
I2
p*
Model
Overall
C vs. T
additive model
0.87
0.75–1.0
0.063
0.0%
0.42
FE
TC vs. TT
co-dominant model-1
0.73
0.49–1.1
0.12
58.0%
0.068
RE
CC vs. TT
co-dominant model-2
0.78
0.50–1.2
0.29
0.0%
0.66
FE
(CC + TC) vs. TT
dominant model
0.73
0.51–1.0
0.084
51.1%
0.11
RE
CC vs. (TT + TC)
recessive model
0.79
0.53–1.2
0.26
0.0%
0.77
FE
Work of Benedicta removed
C vs. T
additive model
0.82
0.68–1.0
0.052
8.4%
0.34
FE
TC vs. TT
co-dominant model-1
0.64
0.47–0.86
0.003
12.7%
0.32
FE
CC vs. TT
co-dominant model-2
0.69
0.25–1.9
0.48
0.0%
0.38
FE
(CC + TC) vs. TT
dominant model
0.64
0.48–0.87
0.004
18.1%
0.30
FE
CC vs. (TT + TC)
recessive model
0.99
0.37–2.7
0.99
0.0%
0.59
FE
: pooled OR and relevant 95%CI; p: p value of significance test(s) of OR = 1; *: p value of heterogeneity; FE: fixed effect model; RE: random effect model.
3.3. Sensitivity Analysis
A sensitivity analysis was performed on three gene loci to evaluate the influence of each individual study on the pooled OR. The sensitivity analysis of the T2238C polymorphism showed that none of the fifteen studies included in this meta-analysis dramatically influenced the combined results under all of the five genetic models. The sensitivity analysis of the G1837A polymorphism suggested that Rutledge [30] significantly influenced the combined results under all of the five genetic models; the tests for heterogeneity changed significantly if the study of Rutledge was removed. The results indicated that the source of heterogeneity may be caused by ethnicity, as shown in Table 4 and Table 6.
Table 6
Sensitivity analysis of G1837A polymorphism and EH (GA vs. GG).
Study Omitted
Estimate
95%Confidence Interval
Li (2007) [24]
1.4
1.0–1.9
Li (2007) [24]
1.5
1.1–2.1
Zhang et.al. (2005) [31]
1.4
1.0–2.0
Rahmutula et.al. (2001) [29]
1.4
1.1–1.9
Bernard et.al. (1999) [32]
1.5
1.1–2.0
Rutledge et.al. (1995) [30]
1.2
0.88–1.6
Combined
1.4
1.1–1.8
The forest plot of sensitivity analysis is presented in Figure 7. Because the study of Rutledge [30] met the inclusion criteria, stricter interpretation needs to be conducted. Through the sensitivity analysis of T1766C polymorphism, the results become statistically significant under the genetic models of (TC vs. TT) and ((CC + TC) vs. TT) after excluding the study of Benedicta [35]. The results are shown in Table 5 and Table 7, and the forest plot of sensitivity analysis is presented in Figure 8. The results of this study need to be interpreted carefully because this study met the inclusion criteria.
Figure 7
Forest plot of sensitivity analysis of overall population of G1837A polymorphism and EH (GA vs. GG).
Table 7
Sensitivity analysis of T1766C polymorphism and EH (TC vs. TT).
Study Omitted
Estimate
95%Confidence Interval
He (2007) [33]
0.80
0.60–1.1
He et.al.(2007) [34]
0.88
0.67–1.1
Benedicta et.al.(2002) [35]
0.64
0.47–0.86
Kato et.al.(2000) [36]
0.82
0.65–1.0
Combined
0.79
0.62–0.99
Figure 8
Forest plot of sensitivity analysis of overall population of T1766C polymorphism and EH (TC vs. TT).
3.4. Subgroup Analysis
According to the ethnicity of subjects, genotyping methods, and the source of controls, a stratified analysis was performed on the T2238C polymorphism to explore the sources of heterogeneity as follows. In the test for heterogeneity of ethnic subgroups in the T2238C additive model, the P value of heterogeneity in Asian and White subgroups was 0.472 and 0.015, respectively, and the I2 in Asian and White subgroups was 0.0% and 76.1%, respectively, so a random effects model was conducted to estimate the summary OR and corresponding 95%CI. Ethnic subgroup analysis of the association between T2238C polymorphisms and EH of the other four models is shown in Figure 9, Figure 10, Figure 11, Figure 12 and Figure 13 and Table 3. According to the test for heterogeneity of the subgroups analysis in the sources of controls of the T2238C additive model (C vs. T), the p value of heterogeneity in HB and PB was 0.289 and 0.264, respectively, and the I2 in HB and PB was 19.7% and 19.5%, respectively, so a fixed effects model was conducted to estimate the summary OR and corresponding 95%CI. The subgroup analysis of the sources of controls of the association between T2238C polymorphisms and EH of the other four models are shown in Figure 14, Figure 15, Figure 16, Figure 17 and Figure 18 and Table 3. In the subgroup analysis of genotyping methods of the association between T2238C polymorphisms and EH, the fixed effects model was used in the co-dominant model-2 (CC vs. TT), and a random effects model was conducted in the other four models. The forest plots of the five models and the results of the meta-analysis are shown in Figure 19, Figure 20, Figure 21, Figure 22 and Figure 23 and Table 3.
Figure 9
Ethnic subgroups analysis of T2238C additive model (C vs. T).
Figure 10
Ethnic subgroups analysis of T2238C co-dominant model-1 (TC vs. TT).
Figure 11
Ethnic subgroups analysis of T2238C co-dominant model-2 (CC vs. TT).
Figure 12
Ethnic subgroup analysis of T2238C dominant model (CC + TC) vs. TT.
Figure 13
Ethnic subgroup analysis of T2238C recessive model CC vs. (TT + TC).
Figure 14
Subgroups in sources of controls of T2238C additive model (C vs. T).
Figure 15
Subgroups in sources of controls of T2238C co-dominant model-1 (TC vs. TT).
Figure 16
Subgroups in sources of controls of T2238C co-dominant model-2 (CC vs. TT).
Figure 17
Subgroups in sources of controls of T2238C dominant model (CC + TC) vs. TT.
Figure 18
Subgroups in sources of controls of T2238C recessive model CC vs. (TT + TC).
Figure 19
Subgroups of genotyping methods of T2238C additive model (C vs. T).
Figure 20
Subgroups of genotyping methods of T2238C co-dominant model-1 (TC vs. TT).
Figure 21
Subgroups of genotyping methods of T2238C co-dominant model-2 (CC vs. TT).
Figure 22
Subgroups of genotyping methods of T2238C dominant model (CC + TC) vs. TT.
Figure 23
Subgroups of genotyping of T2238C recessive model CC vs. (TT + TC).
3.5. Publication Bias
An evaluation of publication bias of T2238C polymorphism was conducted for the 15 articles included in this meta-analysis. No obvious publication bias was found in the meta-analysis under the five genetic models. Both Begg’s test and Egger’s test were conducted. The p values of Begg’s and Egger’s test under the five genetic models all satisfied p > 0.1, the results indicated that there was no significant publication bias, and Begg’s test funnel plot was drawn, as seen in Figure 24.
Figure 24
Begg’s funnel plot of T2238C polymorphism for the publication bias test (C vs. T).
4. Discussion
Many gene loci in humanANP gene associated with essential hypertension have been found, including the T2238C, G1837A, T1766C, C664G, C1364A, G658A and G664A gene polymorphisms. Robert explored the relationship between the ANF gene and essential hypertension in terms of causation. However, the results provided no evidence for the involvement of the ANF gene polymorphism with EH [37]. Rutledge investigated gene polymorphisms within the atrial natriuretic peptide of African Americans at intron two and exon three in essential hypertension and found that the HpaII polymorphism was associated with hypertension [30]. Cheung discovered that the allele distribution H1 and H2 of the HpaII polymorphism of the atrial natriuretic peptide gene in hypertensivepatients and normotensive controls were 0.12 and 0.88, and 0.11 and 0.89, respectively. The results indicated no obvious association with hypertension in this population [32]. Zorc-Pleskovic analyzed the T2238CScaI gene polymorphism of the ANF gene in a group of children with EAH, and the results also failed to find an association between the T2238C gene polymorphism and EH in children [27]. In our study, no obvious association was found in the gene locus of T2238C, G1837A and EH.More epidemiological studies investigating the correlation between the atrial natriuretic peptide (ANP) genetic polymorphism and the risk of essential hypertension worldwide have emerged. However, these studies have reported inconsistent, even contradictory results. Considering the limited sample size of individual studies and the great clinical heterogeneity, meta-analysis can provide a more reliable estimation using quantitative synthesis methods. A meta-analysis can collect all the relevant studies published or unpublished systematically and comprehensively. The aim of this meta-analysis is to make a more reliable estimation of the possible relationship between the atrial natriuretic peptide genetic polymorphism and the risk of essential hypertension. A few meta-analyses have been conducted to explore the associations between the ANP gene polymorphisms and the risk of EH. However, this meta-analysis is the first to collect relevant articles published on three common gene loci of the ANP gene polymorphism and EH. Although Niu [38] conducted a meta-analysis of the relationship between a natriuretic peptide precursor, the T2238C polymorphism and hypertension, the articles included were limited and the gene locus only included the T2238C polymorphism. In Niu [38], only seven studies were included; the results indicated that the 2238C allele decreased risk of developing hypertension, a results that is inconsistent with the results of this meta-analysis.A sensitivity analysis was also conducted in the present study on three gene loci to evaluate the influence of each individual study on the pooled OR. The sensitivity analysis of the T2238C polymorphism showed that none of the fifteen studies included in this meta-analysis substantially influenced the combined results under all five genetic models. The forest plot of sensitivity analysis of the overall population of the T2238C polymorphism is shown in Figure 25. The sensitivity analysis of the G1837A polymorphism suggested that Rutledge [30] significantly influenced the combined results under all five genetic models; the tests for heterogeneity changed significantly if the study of Rutledge [30] was removed. The ethnicity of Rutledge [30] was Black, and the remaining five studies were all Asians, which indicated that the source of heterogeneity may be caused by ethnicity. Through sensitivity analysis of the T1766C polymorphism, the results become statistically significant under the genetic models of (TC vs. TT) and ((CC + TC) vs. TT) after excluding the study of Benedicta [35]. Therefore, the results of this study need to be interpreted carefully.
Figure 25
Forest plot of sensitivity analysis of overall population of T2238C polymorphism and EH (C vs. T).
In the meta-analysis of Niu [38], the subgroup analysis of the T2238C polymorphism by study design presented opposite results for the HB and PB groups. However, in the subgroup analysis of this meta-analysis of the ANPT2238C polymorphism by the ethnicity of subjects, no obvious association was found in Asians, Whites and Blacks under the five genetic models in the overall population. Moreover, in the subgroup analysis of the ANPT2238C polymorphism by genotyping methods, no significant difference was found in PCR, PCR-RFLP, gene chips and Q-PCR under the five genetic models. Similarly, in the subgroup analysis of the ANPT2238C polymorphism by the source of controls, there was no apparent association between the T2238C polymorphism and EH in the (PB) population-based and (HB) hospital-based controls under the five genetic models. The forest plots in the subgroup analysis of the ANPT2238C polymorphism by the ethnicity of subjects, genotyping methods and the source of controls under the five genetic models were presented in Figure 9, Figure 10, Figure 11, Figure 12, Figure 13, Figure 14, Figure 15, Figure 16, Figure 17, Figure 18, Figure 19, Figure 20, Figure 21, Figure 22 and Figure 23.
5. Conclusions
In conclusion, this meta-analysis indicates that the ANPT2238C, G1837A gene polymorphism may have no relationship with EH; conversely, the ANPT1766C gene polymorphism is likely to be associated with EH. Considering the limited articles included in this meta-analysis of T1766C polymorphism, more articles are needed for future studies. According to the sensitivity analysis and publication bias evaluation, no obvious publication bias was found, which indicates that the conclusion of this article is basically reliable and stable.
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