Table 1.
Topic | Recommendations and comments |
---|---|
Exposure metric considerations |
• This is a key component of any analysis and may include dose, concentration, time-averaged concentration, time above a threshold, or area-related metrics • Be careful of dose adjustments and dropouts, and their effect on exposure metrics • In choosing a metric consider whether the relationship may be a direct effect (like nausea/vomiting) or a time delay effect like tumor growth |
Safety and efficacy endpoints: categorical endpoints | |
• Examples: presence/absence of nausea/vomiting, presence/absence of grade 3 or higher neutropenia, RECIST |
• Primarily logistic modeling (or some modification thereof) is used • 10 Events/predictive variable is recommended for precise estimation of regression coefficients • Consider the confounding effect of drug clearance on the outcome (higher clearance may lead to poorer treatment outcomes); use clearance as a covariate in the model • If time-dependent categorical endpoints are of interest, use Markov models |
Safety endpoints | |
• Time course of myelosuppression |
• Empirical approaches (e.g., maximum % decrease from baseline vs. AUC) o Empirical models have limited values extrapolating outside the doses or dosing regimen tested o Need to use some integrated measure of exposure like AUC because of time delay between first dose and peak effect • Semi-mechanistic models, like a Friberg model, allow assessment of time course of myelosuppression |
• QTc interval prolongation |
• Recommend following Garnett white paper [63] • Oncology trials may not be able to study 2x-above therapeutic exposure for safety reasons • 20 ms is generally accepted as the upper safety threshold compared to 10 ms in healthy volunteers |
Efficacy endpoints | |
• Time to event: survival |
• Can use nonparametric (Kaplan–Meier), semiparametric (Cox proportional hazard), or parametric (accelerated lifetime) models • KM curves often assessed by quartile of exposure vs OS or PFS • CPH models should include other prognostic covariates, like baseline tumor size and drug clearance, for controlling these confounding effects • May be subject to inherent selection bias and immortal time effects |
• Tumor growth dynamics |
• Allows for a better understanding of the entirety of a patient’s tumor burden growth/shrinkage time-course to assess the possible impact of dose or schedule selection on disease response • Many different models to choose from • Secondary parameters may be more intuitively linked with survival outcomes in time-to-event analyses • Informative censoring may affect parameter estimates • Pretreatment tumor growth trajectories may allow better interpretability • Rely on prespecified target lesions which may not be indicative of overall disease burden |
Hematologic malignancies | |
• All recommendations in the above sections can be applied to hematologic malignancies, where total target tumor size is replaced by the appropriate continuous tumor burden metric for that particular malignancy • May require bounded endpoint models, e.g., minimal residual disease |
|
Tumor biomarker and disease progression | |
• Example: PSA kinetics or circulating tumor cells • May require semi- or mechanistic models to explain |
|
Immunogenicity | |
• May affect both exposure and response (safety/efficacy) • Need to consider anti-drug antibodies (ADAs) vs neutralizing antibodies • Covariate analysis may include binary grouping (presence or absence of ADAs) or titer in models |
|
Cell therapies | |
• CAR-T cells display strange kinetics compared to traditional small molecules or biologics • 4 Phases including distribution, expansion, contraction, and persistence • Cannot use allometric principles for scaling of doses |
Each topic in the table is covered in the text. Bulleted recommendations and comments are excerpts from the text. Read text for further details