| Literature DB >> 28466147 |
Jean-François Timsit1,2, Marlieke E A de Kraker3, Harriet Sommer4, Emmanuel Weiss5,6, Esther Bettiol7, Martin Wolkewitz4, Stavros Nikolakopoulos8, David Wilson9, Stephan Harbarth7.
Abstract
PURPOSE: In this era of rising antimicrobial resistance, slowly refilling antibiotic development pipelines, and an aging population, we need to ensure that randomized clinical trials (RCTs) determine the added benefit of new antibiotic agents effectively and in a valid way, especially for severely ill patients. Unfortunately, universally accepted endpoints for the evaluation of new drugs in severe infections are lacking.Entities:
Keywords: Antibiotic therapy; Consensus; Endpoints; Randomized clinical trials; Severe infections
Mesh:
Substances:
Year: 2017 PMID: 28466147 PMCID: PMC5487537 DOI: 10.1007/s00134-017-4802-4
Source DB: PubMed Journal: Intensive Care Med ISSN: 0342-4642 Impact factor: 17.440
Glossary of important concepts
| Concept | Explanation |
|---|---|
| Delphi process | A structured survey method with multiple rounds, which relies on a panel of experts. Questions are asked and responses summarized in multiple rounds with the goal of convergence to a consensus |
| A superiority trial | A RCT designed to test whether a new treatment is better than an old treatment with respect to a pre-specified primary endpoint |
| A non-inferiority trial | A RCT designed to test whether a new treatment is at least as good as the active control, which often consists of the best available treatment at that moment in time. The main goal is to find therapies with advantages in other aspects, like the safety profile, administration method, or expense |
| Non-inferiority margin | A pre-specified, maximum treatment difference for the primary outcome measure that is still acceptable given the possible advantages of the new treatment |
| Attributable mortality | The mortality in the exposed study population minus the mortality in the unexposed study population; i.e. the mortality associated with the exposure, for example VAP |
| Composite endpoint | An endpoint combining multiple single endpoints into one measure, often including a clinical endpoint and a safety endpoint. This increases the power of the RCT, as compared to a RCT where both endpoints would be tested separately. For example, combining mortality and kidney failure, whereby the first occurrence of either is considered a negative outcome |
| Hierarchical endpoint | A special type of composite endpoint, whereby the hierarchy of the individual endpoints is considered; if the most important endpoint occurs, the other endpoints lower in hierarchy are no longer considered |
| Hierarchical nested design | A RCT design, where the primary endpoint needs to be compared in a non-inferiority design, and if non-inferiority is confirmed, predetermined additional endpoints can be tested for superiority |
| Competing events | An event that either hinders the observation of the event of interest or modifies the chance that this event occurs, i.e. hospital discharge in case hospital mortality is the primary endpoint |
| Multistate model | A statistical method to model an ongoing random process, thereby allowing patients to move from one state to a predetermined number of other states, for example from hospitalized to infected to death, whereby all transitions can be quantified |
Advantages and disadvantages of clinical endpoints in randomized clinical trials evaluating antibiotic effectiveness in critically ill patients
| Endpoint | Advantages | Disadvantages |
|---|---|---|
| All-cause mortality [ | Robustness: highly objective, accurate, and simple to measure | Requires large sample sizes or large differences between groups |
| Attributable mortality [ | More relevant than all-cause mortality if many other causes of death or comorbidities are present | As above plus: |
| Quality of life/functional status [ | Patient-centered outcome | Lack of consensus |
| Clinical cure (resolution of symptoms) [ | Sensitive (especially if mortality rates are low) | No consensual definition: what symptoms should be included? |
| Microbiological cure | Objective | Not relevant for all pathogens |
| Biomarkers [ | Can be measured early in treatment before changes in treatment confound the effect | Requires a previous demonstration of surrogate properties |
| Organ failure free survival/ventilation-free survival [ | Combines mortality and other endpoints | May provide little extra meaningful data on top of mortality outcome |
| Antibiotic-free survival [ | Improved power | Possible impact for the community difficult to ascertain and not directly related to individual impact |
| Composite endpoint [ | Improved power | Difficult to interpret if there is collinearity between endpoints |
| Hierarchical endpoint [ | Potential for providing an unified scale | Complexity of assigning a rank—previous databases need to explore how different it is to current endpoints |
VAP ventilator-associated pneumonia
Fig. 1These graphs show the impact of the chosen endpoint, effect size, and non-inferiority margins on the required sample size. Scenario 1: required sample size for a non-inferiority trial with a 28-day mortality endpoint with an estimated mortality difference of 0% (green circle) or 2% (blue square) and a non-inferiority margin of 10% (dashed line) or 5% (solid line) (a). Scenario 2: required sample size for a superiority trial for a difference in antibiotic-free days of 7 days (green circle) (b). Scenario 3: required sample size for a superiority trial for a probability of 66% (green circle) to have a better outcome in the intervention arm (DOOR/RADAR composite endpoint) (green circle) (c). All simulations are based on a power of 80%
Evans et al. proposed a way to utilize composite endpoints: the desirability of outcome ranking (DOOR) and the response adjusted for the duration of antibiotic risk (RADAR) [33]
| DOOR/RADAR | Win ratio | |
|---|---|---|
| Relevance of the outcome is taken into account | Categorize patients based on overall clinical outcome as pre-specified in categories with increasing severity | Study the more serious event in matched pairs. Did the pair member with the treatment of interest experience it first: assign “loser”. Did the control member experience it first: assign “winner” |
| Outcome with lower priority is considered | Determine days of antibiotic use and rank patients within categories, whereby a shorter duration results in a lower rank (optional) | If no serious event occurred within a pair, study a less serious event. Who had it first? Determine whether the pair is a “winner” or “loser” |
| Patients are compared/ranked and effect measure is calculated | Rank all patients over all categories: Determine the number of control patients with a lower rank for each treated patient. Divide this sum by the total number of possible pairwise comparisons: Probability of a better rank for a random patient of the treatment group | Divide the number of “winners” by the number of “losers” to calculate the win ratio |
Pocock et al. suggested the win ratio as a new effect measure that takes the different priorities of the components into account [32]. The generic version of DOOR/RADAR is very similar to the win ratio
Fig. 2An illustration of the follow-up time over 30 days for ten patients with cure as the primary endpoint. On the x-axis, time from infection is displayed in days. Death can happen early in time (e.g., patients 2 and 9) preventing a patient from being cured, but death can also be observed after cure (patients 6 and 10)