It is well established that long-term GV is an independent predictor of all-cause mortality in patients with DM [23]. However, there is still insufficient evidence in the population without DM, at least when using quartiles of CV-FPG [14]. In this regard, a prospective cohort analysis in the Antihypertensive and Lipid-Lowering Treatment to Prevent Heart Attack Trial (ALLHAT) showed a similar effect of GV in those participants without DM and higher CV-FPG when used as a continuous variable, with a hazard ratio for all-cause mortality of 1.032 (95% CI, 1.014–1.049) in the most fully adjusted model [24].
Early analyses by our group showed that in individuals with prediabetes or T2DM, the fourth quartile of CV-FPG had a significant association with all-cause mortality after simple and full adjustment [16].
To our knowledge, only one study has examined the association between GV and mortality in the elderly population. This was a retrospective cohort study using the Health Improvement Network (THIN) database, which included 54,803 individuals aged 70 years and older in 587 UK primary care practices. All were diagnosed with diabetes, and GV was assessed by HbA1c variability over time. Higher HbA1c variability was associated with mortality, and a J-shaped curve was observed in the relationship between HbA1c thresholds and mortality [25].
Our study was conducted in the entire population aged 75 years and older living in Madrid (Spain) who had at least three FPG measurements during the follow-up period (2015–2020), and 29.3% were diagnosed with DM at baseline.
Patients with type 1 diabetes had a higher mortality rate for quartiles 1 and 2 of CV-FPG, with a mortality similar to that of patients with normoglycemia for the most extreme quartiles of CV-FPG, and higher than that of participants with T2DM. The latter may be because T2DM patients are more likely (Table 3) to take medications such as DPP-4 inhibitors and ISGLT-2, which have been shown to reduce vascular complications (e.g., heart failure and CKD). These findings also highlight the importance of glycemic variability, including small CV FPG, in both normoglycemic and diabetes mellitus participants, as we had previously found.
The fully adjusted model, which included the basal value of FPG, showed an OR for mortality that ranged from 2.48 to 2.88, according to different sensitivity analyses. Our results suggest that GV may be an important indicator and possibly an independent predictor of mortality in older people with and without diabetes.
With respect to physiopathology, higher GV has been associated with high protein expression of markers such as Wnt1 [26]. The Wnt signaling pathway causes at least two factors associated with mortality: first, it favours vascular calcification and regulates key aspects of vascular disease [27], as this calcification is more prevalent in the elderly than in the young and is highly associated with cardiovascular disease mortality [28]; second, the Wnt signaling pathway causes susceptibility to cancer [29]. On the other hand, elderly people tend to develop mitochondrial dysfunction, which increases oxidative damage during aging and metabolic diseases [30]. Additionally, GV “per se” has been associated with oxidative stress in patients with T2DM and hypertension [31], which increases the inflammatory response, vascular calcification [32], and endothelial damage, all of which lead to vascular complications and mortality.
Data from patients with acute injury, such as intracerebral hemorrhage, analysed by a recent meta-analysis [33], showed that those who had a higher category of standard deviation of blood glucose were associated with a higher risk of mortality (RR: 2.39, 95% CI: 1.79 to 3.19, p < 0.001). Other injuries, such as SARS-CoV-2 infection with acute respiratory distress syndrome, have shown similar results in a recent study of intensive care unit (ICU) patients: CV-FPG measured daily showed an adjusted OR for mortality of 12.83 (95% CI, 1.24-132.58) [34]. In our study, in patients with SARS-CoV-2 infection, GV was associated with a lower effect on all-cause mortality. This finding could be because in our case, we included a broad spectrum of patients with COVID-19: nonhospitalized, admitted to the ICU and hospitalized in beds outside the ICU.
Our study has several strengths, including its robust design to minimize bias and the large number of patients with diabetes, diabetes plus hypertension, and normoglycemia. In addition, to our knowledge, our study is the first to examine the relationship between variability in FPG and all-cause mortality in elderly patients with differences in glycemic status in southern European countries. This aspect is especially relevant, given the possible lower effect of GV on all-cause mortality in countries with healthier lifestyles [35] and better glycemic control than other countries participating in the EUROASPIRE IV survey [36].
This study has some limitations. First, we included patients with differences in glycemic status, and the analyses could not be adjusted for variables such as mean HbA1c, duration of diabetes, diabetic nephropathy, diabetes treatments, or microalbuminuria, as in other studies. Second, we did not have information on the cause of death, which would have enabled us to verify that mortality is primarily accounted for by cardiovascular disease, given the known association between GV and macrovascular complications. Third, we did not record hypoglycemia episodes and could not assess their association with mortality. Fourth, we could not study GV measured with CV-HbA1c, given that few persons with normoglycemia or IGT had at least three HbA1c measurements during follow-up. Fifth, given the observational nature of the present study, individuals with higher GV and lower GV were dissimilar. Therefore, adjusting for differences in both groups in the multivariate analysis was necessary to obtain an accurate picture of the association between all-cause mortality and GV. Propensity score matching (PSM) would be an appropriate alternative that would yield less biased results than standard methods such as logistic regression. However, given that propensity scores can only control for observed confounders, they cannot be counted upon to balance unobserved covariates.