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. 2022 Oct 29;11(21):6419. doi: 10.3390/jcm11216419

Table 2.

Logistic regression analyses for albuminuria according to TyG index.

Prevalence *
n (%)
Model 1 Model 2 Model 3
Variable OR (95% CI) p OR (95% CI) p OR (95% CI) p
TyG index
(per 1.0 increase)
233 (4.3) 2.41 (2.03–2.86) <0.001 2.63 (2.18–3.18) <0.001 1.56 (1.24–1.95) <0.001
Tertile of TyG index
Tertile 1 (lowest) 44 (2.4) (Reference)
Tertile 2 64 (3.5) 1.64 (1.12–2.40) 0.01 1.66 (1.13–2.44) 0.01 1.49 (1.01–2.21) 0.04
Tertile 3 (highest) 125 (6.9) 3.05 (2.15–4.33) <0.001 3.08 (2.12–4.49) <0.001 1.65 (1.08–2.52) 0.02

* p < 0.001. Model 1: Unadjusted model. Model 2: Adjusted for age and sex. Model 3: Adjusted for age; sex; smoking and alcohol status; education and income levels; BMI; SBP; hemoglobin; eGFR(CKD-EPI); and past history of HTN, DM, and dyslipidemia. Abbreviations: TyG—triglyceride-glucose; OR—odds ratio; CI—confidence interval; BMI—body mass index; SBP—systolic blood pressure; eGFR—estimated glomerular filtration rate; CKD-EPI—CKD Epidemiology Collaboration; HTN—hypertension; DM—diabetes mellitus.