| Literature DB >> 35643463 |
Holger Thiele1, Petra Buettner2, Wenke Cheng1,3, Maciej Rosolowski4, Julia Boettner1, Steffen Desch1, Alexander Jobs1.
Abstract
BACKGROUND: The preventive effect of cholesterol efflux capacity (CEC) on the progression of atherosclerotic lesions has been confirmed in animal models, but findings in the population are inconsistent. Therefore, this meta-analysis aimed to systematically investigate the relationship of CEC with coronary artery disease (CAD) and cardiovascular mortality in a general population.Entities:
Keywords: Cardiovascular mortality; Cholesterol efflux capacity; Coronary artery disease; High-density lipoprotein; Meta-analysis
Mesh:
Substances:
Year: 2022 PMID: 35643463 PMCID: PMC9148501 DOI: 10.1186/s12944-022-01657-3
Source DB: PubMed Journal: Lipids Health Dis ISSN: 1476-511X Impact factor: 4.315
Fig. 1Flow chart of study selection for the meta-analysis
Characteristics of 18 observational studies
| Author, year | Country | Sample Number | Proportion of males (%) | Age (years) | Follow-up (years) | Subjects | Endpoints | Donor Cell line | Labeling of cholesterol | Cholesterol acceptor |
|---|---|---|---|---|---|---|---|---|---|---|
| Rohatgi A [ | USA | 132 cases | NA | 30–65 | Median 9.4 | Non-CAD | 1,2 | J 774 | BODIPY-C | ABDP |
| Liu C [ | China | 122 cases | NA | 40–85 | 3.8 | CAD | 2 | J 774 | BODIPY-C | ABDS |
| Ritsch A [ | Austria | 448 cases | NA | 62.8 ± 10.4 | Median 9.9 | Non-CAD | 2 | J 774 | 3 H-C | ABDS |
| Kuusisto S [ | UK | 574 cases | NA | 25–74 | 15 | Non-CAD | 1 | J 774 | 3 H-C | ABDS |
| Saleheen D [ | USA | Case: 1745 Control: 1749 | 68 | 40–79 | 14 | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | ABDS |
| Zhang J [ | China | Case: 214 Control:116 | 78 | 67 ± 11 | 1 | Case: CAD Control: non-CAD | 1,2 | J 774 | 3 H-C | ABDS |
| Li XM [ | China | Cohort A: Case 871 Control: 279 Cohort B: Case: 146 Control: 431 | 67 70 | 64 ± 11 | 3 | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | ABDS |
| Shea S [ | USA | Case: 270 Control: 270 | NA | 45–85 | 10 | Case: CAD Control: non-CAD | 1 | THP-1 monocytes | 3 H-C | UCH |
| Patel P [ | USA | Case: 23 Control: 46 | 74 | 58.2 ± 10 | NA | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | ABDS |
| Cahill L [ | USA | Case: 696 Control: 701 | 100 | 40–75 | 17 | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | ABDP |
| Ishikawa T [ | Japan | Case: 182 Control: 72 | 81.9 | 66.2 ± 10.3 | 2 | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | ABDS |
| Luo M [ | China | Case: 120 Control: 90 | 63.6 | 63.96 ± 7.85 | NA | Case: CAD Control: non-CAD | 1 | THP-1 monocytes | 3 H-C | ABDP |
| Khera A [ | USA | Case: 442 Control: 351 | 68.6 | 57 ± 9 | NA | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | ABDS |
| Wang G [ | China | Case: 40 Control: 40 | 62.5 | 30–75 | 2 | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | ABDS |
| Shao B [ | China | Case: 20 Control: 20 | 70 | 64 ± 11 | 10 months | Case: CAD Control: non-CAD | 1 | BHK | 3 H-C | UCH |
| Luo M [ | China | Case: 140 Control: 99 | 66.4 | 63.10 ± 8.42 | NA | Case: CAD Control: non-CAD | 1 | THP-1 monocytes | 3 H-C | ABDP |
| Agarwala AP [ | USA | Case: 55 Control: 120 | 60 | 64 ± 11 | NA | Case: CAD Control: non-CAD | 1 | J774 | 3 H-C | ABDP ABDS |
| Norimatsu K [ | Japan | Case: 58 Control: 146 | 69 | 61–73 | NA | Case: CAD Control: non-CAD | 1 | J 774 | 3 H-C | UCH |
NA not applicable. CAD Coronary artery diseases, HDL-C high-density lipoprotein cholesterol, BODIPY-C boron dipyrromethene difluoride-cholesterol, ABDP apolipoprotein B–depleted plasma, ABDS apolipoprotein B–depleted serum, CAD coronary artery disease, H-C 3 H-cholesterol, BHK genetically modified baby hamster kidney cells, UCH HDL isolation by ultracentrifugation. 1, CAD incidence. 2, Cardiovascular mortality
Fig. 2Forest plots of random-effects meta-analysis (between-study variance estimator: DerSimonian and Laird (DL)) for cholesterol efflux capacity (CEC) differences between coronary artery disease (CAD) vs. non-CAD group. Shown is the standardized mean difference (SMD) together with its 95% confidence interval (95% CI) as effect measure
Fig. 3Forest plots of random-effects meta-analysis (between-study variance estimator: DerSimonian and Laird (DL)) for the differences of coronary artery disease (CAD) risk between highest cholesterol efflux capacity (CEC) vs. lowest CEC groups. Shown is the odds ratio (OR)/ relative risks (RR)/hazard ratio (HR) together with their 95% confidence interval (95% CI) as effect measure
Fig. 4Dose-response analyses for cholesterol efflux capacity (CEC) and coronary artery disease (CAD) (A), and cardiovascular mortality (B). Shown is the odds ratio (OR) together with its 95% confidence interval (95% CI) as effect measure
Fig. 5Forest plots of random-effects meta-analysis (between-study variance estimator: DerSimonian and Laird (DL)) for the differences of cardiovascular mortality risk between highest cholesterol efflux capacity (CEC) vs. lowest CEC groups. Shown is the odds ratio (OR)/ hazard ratio (HR) together with their 95% confidence interval (95% CI) as effect measure