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Published on: May 10, 2013
Validation of child serum creatinine-based prediction equations for glomerular filtration rate
Michael Zappitelli1, Lawrence Joseph, Indra R Gupta
1Baylor College of Medicine, Texas Children's Hospital, Houston, TX, USA. mzaprdr@yahoo.ca
Insights
The Schwartz formula for estimating glomerular filtration rate (GFR) in children lacks precision. New models show promise but require further research for accurate GFR prediction in pediatric renal disease.
Area of Science:
- Pediatric Nephrology
- Renal Function Estimation
- Biomarker Accuracy
Background:
- Glomerular filtration rate (GFR) equations are crucial for managing pediatric renal disease.
- The current standard, the Schwartz formula, demonstrates limitations in precision for GFR estimation.
- Accurate GFR assessment is vital for timely diagnosis and treatment of kidney conditions in children.
Purpose of the Study:
- To evaluate the precision and diagnostic capabilities of various pediatric serum creatinine-based GFR prediction equations.
- To compare the performance of the Schwartz formula, Schwartz model, Leger GFR, and Leger model against measured iothalamate GFR (IoGFR).
- To identify the most accurate GFR estimation method for children aged 2-21 years.
Main Methods:
- Retrospective analysis of 195 children (aged 2-21 years) with iothalamate GFR (IoGFR) measurements.
- Estimation of GFR using four equations: Schwartz formula (local k), Schwartz model (regression coefficients), Leger GFR (original coefficients), and Leger model (regression coefficients).
- Evaluation of bias, precision (95% limits of agreement), and diagnostic characteristics (sensitivity, specificity) for each equation.
Main Results:
- All evaluated formulae exhibited poor precision, with 95% limits of agreement around -40 to 40 ml/min per 1.73 m(2).
- Over 72% of GFR estimates fell within 30% of the measured IoGFR across all equations.
- The Schwartz formula showed the highest sensitivity (80%) for detecting GFR <30 ml/min per 1.73 m(2), while the Schwartz model was most sensitive (90%) for GFR <90 ml/min per 1.73 m(2).
- The Leger GFR demonstrated the highest specificity, and the Schwartz model was found to be the most unbiased and sensitive among the models using local coefficients.
Conclusions:
- Existing child serum creatinine-based GFR prediction equations, including the Schwartz and Leger models, lack sufficient precision for clinical use.
- The Schwartz model demonstrated favorable bias and sensitivity characteristics compared to other tested equations.
- Further research is warranted to develop more accurate GFR estimation equations specifically for pediatric populations.
Abstract:
Equations for estimating glomerular filtration rate (GFR) are vital in caring for patients with renal disease and the current standard, the Schwartz formula, lacks precision. We evaluated several child serum creatinine-based GFR prediction equations. Subjects aged 2-21 years who underwent iothalamate GFR (IoGFR) testing between 1999 and 2004 were studied retrospectively. GFR was estimated using: (1) Schwartz formula (SchwartzGFR), using a local k value; (2) Schwartz model (SchwartzMod) using regression-derived coefficients; (3) Leger GFR (LegerGFR) using original coefficients; and (4) Leger model (LegerMod) using regression-derived coefficients. Bias, precision, and diagnostic characteristics were evaluated. There were 195 subjects [61% male; mean (SD) age 12.4 (4.5) years; mean (SD) IoGFR 78.9 (33.4) ml/min per 1.73 m(2)]. Only the LegerGFR overestimated IoGFR (5.5 ml/min per 1.73 m(2)). Precision for all formulae was poor (95% limits of agreement approximately -40 to 40 ml/min per 1.73 m(2)), but >or=72% of estimates were within 30% of IoGFR. Sensitivities for detecting IoGFR <30 and 90 ml/min per 1.73 m(2) were highest using the SchwartzGFR (80%) and SchwartzMod (90%), respectively. The LegerGFR was most specific. Using local coefficients, the Schwartz and Leger models were imprecise estimates of GFR, but the Schwartz model was most unbiased and sensitive. Future research should derive more precise equations for GFR in children.
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