| Literature DB >> 34380706 |
John M Lachin1, Ionut Bebu2, David M Nathan.
Abstract
OBJECTIVE: The principal aim is to estimate the benefits of earlier versus later implementation of intensive therapy in type 1 diabetes with respect to the long-term risks of progression of a renal (microvascular) and cardiovascular (macrovascular) complication in the Epidemiology of Diabetes Interventions and Complications (EDIC) study. RESEARCH DESIGN AND METHODS: Cox proportional hazards regression models estimated the 20-year cumulative incidence (absolute risk) and the 20-year relative risk of cardiovascular disease (CVD) and reduced estimated glomerular filtration rate (eGFR) over the first 20 years of EDIC follow-up as a function of the mean HbA1c.Entities:
Year: 2021 PMID: 34380706 PMCID: PMC8929189 DOI: 10.2337/dc21-1331
Source DB: PubMed Journal: Diabetes Care ISSN: 0149-5992 Impact factor: 17.152
Figure 1The smoothed empirical (model-free) estimate of the underlying relationship between the log hazard (risk) of CVD and reduced eGFR (<60 mL/min/1.73 m2) with the updated weighted mean HbA1c that represents virtually a linear relationship that would be represented by a linear term in the Cox PH model. The reduced eGFR panel is based on the full cohort over 20 years.
Figure 2The cumulative incidence of any CVD and reduced eGFR over the first 20 years of follow-up in EDIC (solid line) and 95% CI estimated from the Cox PH model in conjunction with the Breslow estimate of the underlying hazard function compared with the empirical Kaplan-Meier estimate of the cumulative incidence function (dashed line), the two estimates being virtually identical. The model for reduced eGFR used a separate coefficient for the mean HbA1c within each 10-year period.
Cumulative incidence of reduced eGFR (<60 mL/min/1.73 m2) by 20 years of EDIC follow-up
| HbA1c years 1–10 | HbA1c years 11–20 | 20-Year cumulative incidence | Difference (95% CI) | Reduction, % (95% CI) | |
|---|---|---|---|---|---|
| 9% (75 mmol/mol) | 9% (75 mmol/mol) | 0.181 | |||
| } | −0.036 (−0.047, −0.024) | 19.8 (13.2, 26.7) | |||
| 9% (75 mmol/mol) | 7% (53 mmol/mol) | 0.145 | |||
| } | −0.075 (−0.103, −0.053) | 51.9 (44.5, 60.9) | |||
| 7% (53 mmol/mol) | 9% (75 mmol/mol) | 0.069 | |||
| } | −0.019 (−0.024, −0.014) | 28.5 (21.2, 35.4) | |||
| 7% (53 mmol/mol) | 7% (53 mmol/mol) | 0.049 |
Estimated from a Cox PH model with Breslow estimate of the underlying hazard function for hypothetical patients with specified values of HbA1c for years 1–10 and 11–20 and the estimated difference, percent reduction in cumulative incidence, and 95% CI compared with the patient above.
Analyses used a Cox PH model based on 41 cases of reduced eGFR during years 1–10 of EDIC and 99 cases of reduced eGFR during years 11–20, with the updated mean HbA1c having a separate coefficient value within the first and second 10 years.
Other scenarios could be compared directly. For example, the 7%, 7% vs. the 9%, 9% scenario shows a difference in 20-year cumulative incidence of 0.181 – 0.049 = 0.132, or a 72.9% reduction (= 100 × [0.132 / 0.181]).
Cumulative incidence of any initial CVD outcome by 20 years of EDIC follow-up
| HbA1c years 1–10 | HbA1c years 11–20 | 20-year cumulative incidence | Difference (95% CI) | Reduction, % (95% CI) | |
|---|---|---|---|---|---|
| 9% (75 mmol/mol) | 9% (75 mmol/mol) | 0.153 | |||
| } | −0.019 (−0.027, −0.011) | 12.4 (8.0, 17.2) | |||
| 9% (75 mmol/mol) | 7% (53 mmol/mol) | 0.134 | |||
| } | −0.044 (−0.058, −0.029) | 32.8 (22.9, 41.9) | |||
| 7% (53 mmol/mol) | 9% (75 mmol/mol) | 0.090 | |||
| } | −0.013 (−0.017, −0.009) | 14.5 (8.8, 20.2) | |||
| 7% (53 mmol/mol) | 7% (53 mmol/mol) | 0.077 |
Estimated from a Cox PH model with Breslow estimate of the underlying hazard function for hypothetical patients with specified values of HbA1c for years 1–10 and 11–20, the estimated difference and percent reduction in cumulative incidence, and the 95% CI compared with the patient above.
Analyses used a Cox PH model based on 60 cases of CVD during years 1–10 of EDIC and 100 CVD events during years 11–20, with the updated mean HbA1c during the 20 years as the only covariate.
Other scenarios could be compared directly. For example, the 7%, 7% vs. the 9%, 9% scenario shows a difference in 20-year cumulative incidence of 0.153 – 0.077 = 0.076, or a 49.7% reduction (= 100 × [0.076 / 0.153]).