| Literature DB >> 31969144 |
Da-Peng Zhang1, Li Xu2, Le-Feng Wang1, Hong-Jiang Wang1, Feng Jiang1.
Abstract
BACKGROUND: Although a variety of antidiabetic drugs have significant protective action on the cardiovascular system, it is still unclear which antidiabetic drugs can improve ventricular remodeling and fundamentally delay the process of heart failure. The purpose of this network meta-analysis is to compare the efficacy of sodium glucose cotransporter type 2 (SGLT-2) inhibitors, dipeptidyl peptidase-4 (DPP-4) inhibitors, glucagon-like peptide-1 (GLP-1) agonists, metformin (MET), sulfonylurea (SU) and thiazolidinediones (TZDs) in improving left ventricular (LV) remodeling in patients with type 2 diabetes (T2DM) and/or cardiovascular disease (CVD).Entities:
Keywords: DPP-4 inhibitors; GLP-1 agonists; LVEF; Left ventricular remodeling; SGLT-2 inhibitors
Year: 2020 PMID: 31969144 PMCID: PMC6977298 DOI: 10.1186/s12933-020-0987-x
Source DB: PubMed Journal: Cardiovasc Diabetol ISSN: 1475-2840 Impact factor: 9.951
Fig. 1Flowchart of study selection
Characteristics of included studies
| Study | Year | Age | Male% | Patients | Sample size | Treatment | Country |
|---|---|---|---|---|---|---|---|
| Al Ali et al. [ | 2016 | 57.9 (11.4) | 80.5 | CVD | 237 | MET | Netherlands |
| Arturi et al. [ | 2017 | 59.5 (9) | 70.0 | T2DM | 32 | GLP-1 agonist, DPP-4 inhibitor | Italy |
| Bizino et al. [ | 2019 | 60 (6) | 61.0 | T2DM | 49 | GLP-1 agonist | Netherlands |
| Bonora et al. [ | 2019 | 65.7 (5.9) | 66.7 | T2DM | 30 | SGLT-2 inhibitor | Italy |
| Brenne et al. [ | 2016 | 61.3 (11.0) | 79.3 | CVD | 173 | DPP-4 inhibitor | Austria |
| Chen et al. [ | 2017 | 66 (5) | 100.0 | T2DM + CVD | 23 | GLP-1 agonist | Netherlands |
| Chen et al. [ | 2016 | 58.0 (11.7) | 76.0 | T2DM + CVD | 90 | GLP-1 agonist | China |
| Chen et al. [ | 2015 | 57.7 (11.3) | 67.0 | T2DM + CVD | 92 | GLP-1 agonist | China |
| Cohen et al. [ | 2019 | 62.9 (6.8) | 58.8 | T2DM | 25 | SGLT-2 inhibitor | Australia |
| Ghazzi et al. [ | 1997 | 54 (10.8) | 54.0 | T2DM | 154 | TZDs, SU | USA |
| Giles et al. [ | 2008 | 64.2 (9.92) | 70.2 | T2DM + CVD | 518 | TZDs, SU | USA |
| Halbirk et al. [ | 2010 | 61 (3) | 86.7 | CVD | 15 | GLP-1 agonist | Denmark |
| Hiramatsu et al. [ | 2018 | 70.5 (5.7) | – | T2DM + CVD | 98 | GLP-1 agonist, DPP-4 inhibitor | Japan |
| Hiramatsu et al. [ | 2015 | 68.5 (9.4) | 86.7 | T2DM | 30 | GLP-1 agonist | Japan |
| Jorgensen et al. [ | 2017 | 57 (10) | T2DM | 32 | GLP-1 agonist | Denmark | |
| Jorsal et al. [ | 2017 | 65 (9.2) | 89.3 | T2DM + CVD | 241 | GLP-1 agonist | Denmark |
| Kato et al. [ | 2016 | 73.3 (6.6) | 60.0 | T2DM + CVD | 20 | DPP-4 inhibitor | Japan |
| Kumarathurai et al. [ | 2016 | 61.8 (7.6) | 79.0 | T2DM + CVD | 39 | GLP-1 agonist | Denmark |
| Lambadiari et al. [ | 2018 | 51 (12) | 66.7 | T2DM | 60 | GLP-1 agonist, MET | Greece |
| Lepore et al. [ | 2016 | 58 (10) | 74.0 | CVD | 56 | GLP-1 agonist | USA |
| Leung et al. [ | 2016 | 56 (6) | 56.0 | T2DM | 75 | DPP-4 inhibitor | Australia |
| Lips et al. [ | 2017 | – | – | T2DM + CVD | 38 | GLP-1 agonist | Czech Republic |
| Liu et al. [ | 2017 | 58 (15) | 53.3 | T2DM | 120 | GLP-1 agonist, MET | China |
| Margulies et al. [ | 2016 | 62 (52–68) | 80.0 | T2DM + CVD | 300 | GLP-1 agonist | USA |
| Mcmurray et al. [ | 2018 | 62.9 (8.5) | 77.3 | T2DM + CVD | 254 | DPP-4 inhibitor | UK |
| Mohan et al. [ | 2019 | 64.5 (8.9) | 84.0 | CVD | 63 | MET | UK |
| Naka et al. [ | 2010 | 64.3 (8.1) | 36.0 | T2DM + CVD | 81 | TZDs | Greece |
| Nielsen et al. [ | 2019 | 66 (7) | 94.4 | CVD | 36 | GLP-1 agonist | Denmark |
| Nikolaidis et al. [ | 2004 | 58 (3) | 70.0 | T2DM + CVD | 21 | GLP-1 agonist | USA |
| Nogueira et al. [ | 2014 | 57 (7) | 50 | T2DM | 29 | DPP-4 inhibitor | Brazil |
| Nozue et al. [ | 2016 | 68 (10) | 100.0 | T2DM + CVD | 15 | GLP-1 agonist | Japan |
| Nystrom et al. [ | 2017 | 61 (7.6) | 72.7 | T2DM + CVD | 62 | GLP-1 agonist, SU | Sweden |
| Oe et al. [ | 2015 | 67.8 (10.5) | 50.0 | T2DM + CVD | 80 | DPP-4 inhibitor | Japan |
| Otagaki et al. [ | 2019 | 70 (54–72) | 71.0 | T2DM | 42 | SGLT-2 inhibitor | Japan |
| Ozawa et al. [ | 2009 | 67.6 (8.8) | 75.0 | T2DM + CVD | 54 | TZD | Japan |
| Sardu et al. [ | 2018 | 72 (7) | 71.5 | T2DM + CVD | 559 | GLP-1 agonist | Italy |
| Scognamiglio et al. [ | 2002 | 61 (7) | 73.7 | T2DM + CVD | 38 | SU | Italy |
| Sokos et al. [ | 2006 | 61 (4) | 58.3 | T2DM + CVD | 21 | GLP-1 agonist | USA |
| St John Sutton et al. [ | 2002 | 56.1 (8.9) | 71.0 | T2DM | 203 | TZDs, SU | USA |
| Türkmen Kemal et al. [ | 2007 | 55.92 (8.26) | 23.1 | T2DM | 46 | TZD, MET | Turkey |
| Van Der Meer et al. [ | 2009 | 56.8 (1.0) | – | T2DM | 78 | TZD, MET | Netherlands |
| Wägner et al. [ | 2019 | 53.2 (9.7) | 41.7 | T2DM | 24 | GLP-1 agonist | Spain |
| Wong et al. [ | 2012 | 64 (8) | 90.0 | CVD | 61 | MET | UK |
| Woo et al. [ | 2013 | 59.5 (13.2) | 89.0 | CVD | 58 | GLP-1 agonist | Korea |
| Yamada et al. [ | 2017 | 69 (8) | 69.1 | T2DM | 115 | DPP-4 inhibitor | Japan |
| Yamamoto et al. [ | 2017 | 71 (10) | 62.0 | T2DM + CVD | 158 | DPP-4 inhibitor | Japan |
| Yokoyama et al. [ | 2007 | 63 (10) | 84.0 | T2DM + CVD | 93 | TZD | Japan |
| Zhang et al. [ | 2017 | 59.1 (11.8) | 77.0 | CVD | 52 | GLP-1 agonist | China |
| Total studies [ | 4790 |
CVD cardiovascular disease, DPP-4 dipeptidyl peptidase-4; GLP-1 glucagon-like peptide-1, MET metformin, SGLT-2 sodium glucose cotransporter type 2, SU sulfonylurea, T2DM type 2 diabetes mellitus, TZDs thiazolidinediones
Fig. 2Network plot for all studies
Fig. 3a Forest plot of mean difference of LVEF%. b Forest plot of mean difference of LVEF% among patients with T2DM + CVD. c Forest plot of mean difference of LVEF% among patients with CVD without T2DM
Studies included in comparisons. (a) 1 LVEF 44 trails, (b) LVEDD 8 trails, (c) LVESD 6 trails, (d) LVEDV 17 trails, (e) LVESV 15 trails, (f) LVMI 15 trails, (g) E/e′ 11 trails, (h) e′ 5 trails, (i) E/A 14 trails included
| Treatment | No. of trials | Total no. of patients |
|---|---|---|
| a) LVEF 44 trails | ||
| Control | 38 | 1635 |
| DPP-4 inhibitor | 9 | 421 |
| GLP-1 agonist | 24 | 991 |
| MET | 5 | 242 |
| SGLT-2 inhibitor | 3 | 53 |
| SU | 4 | 242 |
| TZDs | 7 | 357 |
| b) LVEDD 8 trails | ||
| Control | 7 | 542 |
| DPP-4 inhibitor | 2 | 126 |
| GLP-1 agonist | 4 | 399 |
| MET | 1 | 30 |
| SGLT-2 inhibitor | 1 | 21 |
| TZDs | 1 | 42 |
| c) LVESD 6 trails | ||
| Control | 6 | 476 |
| DPP-4 inhibitor | 1 | 55 |
| GLP-1 agonist | 3 | 369 |
| SGLT-2 inhibitor | 1 | 21 |
| TZDs | 1 | 42 |
| d) LVEDV 17 trails | ||
| Control | 15 | 915 |
| DPP-4 inhibitor | 2 | 163 |
| GLP-1 agonist | 11 | 621 |
| MET | 2 | 157 |
| SGLT-2 inhibitor | 1 | 17 |
| SU | 1 | 60 |
| TZDs | 2 | 97 |
| e) LVESV 15 trails | ||
| Control | 14 | 858 |
| DPP-4 inhibitor | 1 | 92 |
| GLP-1 agonist | 11 | 621 |
| MET | 3 | 173 |
| TZDs | 2 | 52 |
| f) LVMI 15 trails | ||
| Control | 11 | 416 |
| DPP-4 inhibitor | 5 | 162 |
| GLP-1 agonist | 5 | 92 |
| MET | 2 | 149 |
| SU | 3 | 249 |
| TZDs | 4 | 243 |
| g) E/e′ 11 trails | ||
| Control | 9 | 430 |
| DPP-4 inhibitor | 3 | 72 |
| GLP-1 agonist | 6 | 226 |
| MET | 1 | 118 |
| SGLT-2 inhibitor | 1 | 21 |
| SU | 1 | 22 |
| TZDs | 1 | 42 |
| h) e′ 5 trails | ||
| Control | 5 | 341 |
| DPP-4 inhibitor | 2 | 40 |
| GLP-1 agonist | 1 | 122 |
| MET | 1 | 118 |
| TZDs | 1 | 42 |
| i) E/A 14 trails | ||
| Control | 10 | 378 |
| DPP-4 inhibitor | 4 | 82 |
| GLP-1 agonist | 8 | 200 |
| MET | 4 | 217 |
| SGLT-2 inhibitor | 1 | 21 |
| TZDs | 2 | 81 |
e′ early diastolic velocity, E/e′ mitral inflow E velocity to tissue Doppler e′ ratio, E/A early diastolic to late diastolic velocities ratio, DPP-4 dipeptidyl peptidase-4; GLP-1 glucagon-like peptide-1, MET metformin, SGLT-2 sodium glucose cotransporter type 2, SU sulfonylurea, TZDs thiazolidinediones
Fig. 4a Forest plot of mean difference of LVEDD. b Forest plot of mean difference of LVESD
Fig. 5a Forest plot of mean difference of LVEDV. b Forest plot of mean difference of LVESV
Fig. 6Forest plot of mean difference of LVMI
Fig. 7a Forest plot of mean difference of E/e.′ b Forest plot of mean difference of e′. c Forest plot of mean difference of E/A