| Literature DB >> 32072303 |
Michael O Harhay1,2, Jonathan D Casey3, Marina Clement4, Sean P Collins5, Étienne Gayat6,7,8, Michelle Ng Gong9, Samir Jaber10, Pierre-François Laterre11, John C Marshall12, Michael A Matthay13, Rhonda E Monroe14, Todd W Rice3, Eileen Rubin15, Wesley H Self5, Alexandre Mebazaa6,7,8.
Abstract
BACKGROUND: Conducting research in critically-ill patient populations is challenging, and most randomized trials of critically-ill patients have not achieved pre-specified statistical thresholds to conclude that the intervention being investigated was beneficial.Entities:
Keywords: Acute respiratory distress syndrome; Clinical trials; Critical care; Sepsis
Mesh:
Year: 2020 PMID: 32072303 PMCID: PMC7224097 DOI: 10.1007/s00134-020-05934-6
Source DB: PubMed Journal: Intensive Care Med ISSN: 0342-4642 Impact factor: 17.440
Recommendations to improve clinical trial design for critical care research from the First Critical Care Clinical Trialists (3CT) Workshop
| Domain | Recommendation | Description and comment |
|---|---|---|
| Study design | Pre-specify plans for sample size re-estimation during trial design | Allows for the adjustment of the targeted sample size if outcome event rates observed in the trial differ from the initial power calculation |
| Use predictive enrichment strategies for interventions in which there is a mechanistic rationale (physiologic, biologic, or genetic) to suggest why some patients may respond while others do not | Uses data from prior trials or observational data to identify patients who are likely to experience the most benefit from a given intervention, with the goal of developing enrollment criteria to selectively enroll these patients | |
| Use pragmatic trials to evaluate supportive therapies that might benefit a wide range of conditions or patients (e.g., early mobilization, ventilator weaning strategies, types of fluid resuscitation) | Uses broad enrollment criteria to enroll a diverse group of patients that are representative of those who would receive the intervention in usual care | |
| Use response-adaptive randomization for early phase trials and trials evaluating conditions with many available treatments | Incorporates information learned during the trial to (i) optimize allocation to study arms yielding the best results, which minimizes risks to patients; or (ii) optimize enrollment criteria enriching for better performing subgroups | |
| Evaluate opportunities to incorporate multiple trial interventions into platform trials | Simultaneously randomizes multiple, independent interventions or intervenes at multiple points in the same disease process (e.g., a trial evaluating initial therapy for a condition that feeds directly into a second trial of rescue therapies) | |
| Study design and analysis | Incorporate a pre-specified Bayesian analysis plan with a range of priors | Analyzes trial results in the context of previously observed or presumed treatment effect distributions, producing results in terms of a likelihood of an effect on a probabilistic scale (i.e., the probability of an effect being present on a scale of 0–100) |
| Study conduct | Improve collaboration between critical care and pre-ICU providers (emergency medicine, pre-hospital) | Allows intervention earlier in the course of critical illness and significantly improves enrollment for interventions with narrow therapeutic windows |
| Outcome measures | Attempt to standardize common outcome measures across trials | Allows for meaningful across-trial comparisons |
| Integrate diverse stakeholders (such as patients and families) into trial design and continue research on the development, measurement, and timing of patient-reported outcome measures | Promotes patient-centered critical care, while addressing the key challenges of patient-reported outcome measures, including the ideal timing of collection, how to account for the competing risk of mortality, and the possibility of biases introduced by incomplete long-term follow-up | |
| Data Sharing | Encourage data sharing of de-identified patient data | Sharing data with robust data dictionaries to investigators who have pre-specified secondary analyses provides opportunities to maximize the knowledge gained from clinical trials and maximally leverages the investments made by patients, funding organizations, and researchers |
Fig. 1Visual depiction of key design elements and differences in randomized trial design
Advantages and disadvantages of new trial design methodologies
| Design type | Advantages | Disadvantages | Examples from critical care |
|---|---|---|---|
| Prognostic enrichment | Increases trial efficiency by enrolling a population with a higher likelihood of an event, allowing adequate statistical power with fewer patients | Requires models that can reliably predict patient outcomes. Assumes a therapy provides a consistent treatment effect across the range of risks for the primary outcome; an assumption that may fail for patients at an advanced stage of illness, or for therapies that provide the largest benefit to less severely ill patients | PROWESS-SHOCK [ |
| Predictive enrichment | May increase trial efficiency, reduce the impact of heterogeneity, and enhance the likelihood of identifying personalized therapies | Requires bedside methods to identify biomarkers or differentiate proposed subphenotypes prior to trial enrollment. Results may not be generalizable into the clinical setting where rapid biomarker or subphenotype identification is often difficult | AdrenOSS-2 [ COMBAT-SHINE (NCT04123444) VIOLET [ EUPHRATES [ |
| Pragmatic trial | Maximizes generalizability and facilitates accurate effect estimates for all patients likely to receive a given intervention | Must enroll enough patients to detect heterogeneity across diverse levels of illness severity and patient subgroups | SMART [ CRASH [ |
| Sample size re-estimation (adaptive trial) | Reduces the likelihood of promising trials ending for futility and being underpowered | Requires flexible budgets and timelines. If performed blinded to treatment effect, may lead to increased expenditure of resources on ineffective treatments. If performed using treatment effects, may introduce operational biases and increase the risk of type 1 errors | PROWESS-SHOCK [ SMART [ |
| Bayesian sequential design | Increases trial efficiency by allowing early stopping for efficacy, safety, or futility. Lessens the risk of underpowered trials | Increases complexity of trial planning and execution. Difficult to predict trial duration or cost. Requires significant central effort to perform frequent analyses. May not be possible for trials with longer-term outcomes | SEPSIS-ACT [ |
| Response-adaptive randomization | May increase the likelihood of identifying beneficial treatments by prospectively identifying and targeting enrollment of subgroups receiving the largest benefit or increasing treatment allocation to study arms yielding the best results, increasing power, and protecting patients | Increases the complexity of trial planning and execution. Introduces potential operational biases, as the path of trial adaptations provides insight into the outcomes of enrolled participants | PROSpect (NCT03896763) |
| Platform trials | Allows for more efficient conduct of clinical trials and provides the opportunity to answer multiple scientific questions with a relatively small iterative addition of effort | Dramatic increase in complexity, particularly for designs that include adaptive features. May be challenging for institutional review boards and regulatory bodies to appropriately review and oversee. Raises ethical issues regarding the ability of patients to understand full trial protocols and provide informed consent | REMAP-CAP (NCT02735707) |
| Bayesian trial analysis | Promotes interpretation of trial results in the context of prior research and may provide more information than dichotomous trial interpretations using a fixed | Trial interpretations may be driven by the selected prior which can be incorrect or manipulated, and for which there is not a community standard. Each prior used will result in a different trial interpretation, which can complicate decision-making and overall trial interpretations. Conducting both Bayesian and frequentist analyses increases the risk of selective reporting | EOLIA Re-analysis [ ANDROMEDA-SHOCK Re-analysis [ |
Fig. 2Depiction of a hypothetical Bayesian trial analysis using four different prior probability distributions. To conduct a Bayesian trial analysis, researchers must first select (ideally a priori) “priors,” (shown in red in the figure). Priors are meant to reflect the range of potential effect distributions that are expected before starting a trial. These priors are combined with the observed treatment effect in the trial (referred to as the likelihood function; indicated by the light brown shading). A Bayesian trial analysis typically uses a range of prior distributions, but the likelihood function is constant as it reflects the actual data observed in the trial. Each prior distribution is statistically combined with the likelihood function to create the Bayesian treatment effect estimate (i.e., posterior probability) distribution (outlined in black). As shown, the Bayesian treatment effect estimates may vary considerably based on the selected prior. There are several possible methods for choosing priors including (i) using results of observational studies, trials, or meta-analyses, (ii) eliciting expert opinion, or (iii) using a range of hypothetical distributions that assume very skeptical to enthusiastic effect distributions. The selection of priors is a critically important step in Bayesian trial analysis, and interested readers are directed to a recent technical tutorial [64], and the Bayesian re-analyses of the EOLIA [67] and ANDROMEDA-SHOCK trials [68] for guidance on prior selection and execution of a Bayesian analysis