| Literature DB >> 35677835 |
Marion Moseby-Knappe1, Helena Levin2, Kaj Blennow3,4, Susann Ullén5, Henrik Zetterberg3,4,6,7,8, Gisela Lilja1, Josef Dankiewicz9, Janus Christian Jakobsen10,11, Alice Lagebrant1, Hans Friberg12, Alistair Nichol13,14,15, Kate Ainschough13, Glenn M Eastwood16,17, Matt P Wise18, Matthew Thomas19, Thomas Keeble20,21, Alain Cariou22, Christoph Leithner23, Christian Rylander24, Joachim Düring12, Jan Bělohlávek25, Anders Grejs26,27, Ola Borgquist28, Johan Undén29, Maryline Simon30, Vinzent Rolny31, Alex Piehler31, Tobias Cronberg1, Niklas Nielsen32.
Abstract
Background: Several biochemical markers in blood correlate with the magnitude of brain injury and may be used to predict neurological outcome after cardiac arrest. We present a protocol for the evaluation of prognostic accuracy of brain injury markers after cardiac arrest. The aim is to define the best predictive marker and to establish clinically useful cut-off levels for routine implementation.Entities:
Keywords: Brain injury markers; Cardiac arrest; GFAP, S100; NFL; NSE; Neurofilament light; Neuron specific enolase; Prognostication, outcome, biomarkers; Protocol; Total-tau, glial fibrially acidic protein
Year: 2022 PMID: 35677835 PMCID: PMC9168690 DOI: 10.1016/j.resplu.2022.100258
Source DB: PubMed Journal: Resusc Plus ISSN: 2666-5204
Limits of quantification for brain injury markers for Elecsys®.
| NSE | 0.05 ng/mL | 0.05–370 ng/mL |
| S100B | 0.005 µg/L | 0.005–39 µg/L |
| NFL | 0.21 pg/mL | 0.21–1959 pg/mL |
| GFAP | 0.004 ng/mL | 0.004–200 ng/mL |
| Total tau | 0.18 pg/mL | 0.18–3895 pg/mL |
The lower limit of quantification and range. Samples with high concentrations will be diluted to determine exact concentrations.
Fig. 1Example of patient flow-chart. The flow-chart will be reported in accordance with the Standards for Reporting of Diagnostic Accuracy Studies (STARD) and the Transparent Reporting of a multivariable prediction model for Individual Prognosis Or Diagnosis (TRIPOD).20., 21.
Fig. 2Example biomarker levels according to functional outcome (mRS). The boxplots with scatter will be made separately for each biomarker and timepoint and will include serum concentrations of all patients, irrespective of TTM allocation at each level of the modified Rankin Scale (mRS) at six months post cardiac arrest. Figure example based on data from the TTM trial.2., 9., 24.
Example of logistic regression models adding biomarkers to clinical information for prediction of functional neurological outcome.
| β | ||||
|---|---|---|---|---|
| Randomisation | Clinical variables | |||
| 24 h | Clinical variables | |||
| 48 h | Clinical variables | |||
| 72 h | Clinical variables |
Examples of graphical presentation of results
Logistic regression models will be reported separately for each biomarker for prediction of good versus poor functional outcome at 6 months’ follow-up. “Clinical information” included age, sex, time to ROSC, TTM allocation, shock on admission and whether initial rhythm on ECG was shockable. For each model, we determine coefficients for the biomarkers (β = increase in log odds for poor functional outcome for each log10 unit increase in serum concentration with 95% confidence intervals), Akaike Information criterion (AIC, measure of model fit; smallest is preferable) and Area Under the Receiver Operating Characteristics curve (AUC). For biomarkers where a logarithmic-transformation of serum levels is not appropriate, other transformations or categorisation will be considered. We will calculate p-values for comparing if difference in AUC between the clinical information and the model including biomarker plus clinical information is statistically significant.
Fig. 3Example figure for ROC analysis for overall prognostic accuracies. This ROC analysis is the main analysis and will include all available data from patients with biomarker data and functional outcome (good versus poor) at six months. Using paired ROC curves (DeLong) we will examine whether the difference in AUROC between the two best markers at each time-point is statistically significant. We will correct for multiplicity of the time-points (n=4 comparisons for serum samples and n= 2 for plasma), where p< 0.125 and p<0.025 will be considered statistically significant. Figure example based on data from the TTM trial.2., 4., 7., 10., 12., 24.
Fig. 4Example figure survival analysis. Kaplan-Meier curves for all-cause mortality up till 180 days post-arrest will be created by splitting the biomarkers into three equally large groups (tertiles with low, intermediate, and high levels of biomarkers) and using these factorial variables as a predictor for age-adjusted survival with 95% confidence intervals. Biomarker levels may be analysed transformed into a logarithmic scale if appropriate. P-values will be calculated with a log-rank test. Figure example based on data from the TTM trial.2., 9., 12., 24.