TABLE 1.
Challenge | Explanation | Possible solution(s) |
---|---|---|
Channelling bias (confounding by indication) | Patients assigned to different treatments under routine care have different characteristics |
Use PSM to obtain similar cohorts at baseline Apply adjustment and weighting methods in sensitivity analyses |
Time lag bias | Patients assigned to different treatments under routine care locate at different disease stages even if they look similar | Match for eGFR slope in the pre‐index date year(s) |
Conditioning on the future | eGFR slope analysis require post‐index date data available | Do impose strict schedules of eGFR availability, leaving it free as in routine practice |
Heterogeneity of the database | Pooling crude data from multiple databases from multiple countries or healthcare setting generates heterogeneity that can affect the pooled results | Limit to databases from the same or highly similar healthcare setting (eg, specialist care). |
Nonlinearity of eGFR change | The change in eGFR may not be linear over time or during limited periods, such that slope modelling is biased |
Use nonlinear models to analyse eGFR changes. Compute the chronic (not total) total eGFR slope |
Short observation | eGFR slope better predicts ESKD when calculated over 3 years | Prolong duration of observation to ≥3 years (or ≥ 2 years after the acute effect) |
Abbreviations: eGFR, estimated glomerular filtration rate; ESKD, end‐stage kidney disease; PSM, propensity score matching.