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ABSTRACT: Background
The early prediction of delayed graft function (DGF) would facilitate patient management after kidney transplantation.Methods
In a single-centre retrospective analysis, we investigated kinetic estimated GFR under non-steady-state conditions, KeGFR, in prediction of DGF. KeGFR(sCr) was calculated at 4h, 8h and 12h in 56 recipients of deceased donor kidneys from initial serum creatinine (sCr) concentrations, estimated creatinine production rate, volume of distribution, and the difference between consecutive sCr values. The utility of KeGFR(sCr) for DGF prediction was compared with, sCr, plasma cystatin C (pCysC), and KeGFR(pCysC) similarly derived from pCysC concentrations.Results
At 4h, the KeGFR(sCr) area under the receiver operator characteristic curve (AUC) for DGF prediction was 0.69 (95% CI: 0.56-0.83), while sCr was not useful (AUC 0.56, (CI: 0.41-0.72). Integrated discrimination improvement analysis showed that the KeGFR(sCr) improved a validated clinical prediction model at 4h, 8h, and 12h, increasing the AUC from 0.68 (0.52-0.83) to 0.88 (0.78-0.99) at 12h (p = 0.01). KeGFR(pCysC) also improved DGF prediction. In contrast, sCr provided no improvement at any time point.Conclusions
Calculation of KeGFR from sCr facilitates early prediction of DGF within 4 hours of renal transplantation.
SUBMITTER: Pianta TJ
PROVIDER: S-EPMC4418565 | biostudies-literature | 2015
REPOSITORIES: biostudies-literature
Pianta Timothy J TJ Endre Zoltan H ZH Pickering John W JW Buckley Nicholas A NA Peake Philip W PW
PloS one 20150504 5
<h4>Background</h4>The early prediction of delayed graft function (DGF) would facilitate patient management after kidney transplantation.<h4>Methods</h4>In a single-centre retrospective analysis, we investigated kinetic estimated GFR under non-steady-state conditions, KeGFR, in prediction of DGF. KeGFR(sCr) was calculated at 4h, 8h and 12h in 56 recipients of deceased donor kidneys from initial serum creatinine (sCr) concentrations, estimated creatinine production rate, volume of distribution, a ...[more]