STUDY DESIGN Noura Maher Bsc.pharma ,PharmD ,BCPS ,HTA,ALX fellowship Learning Objectives Define, compare, and contrast the concepts of internal and external validity, bias, and confounding in clinical study design, and identify potential sources in clinical trials. Outline the hierarchy of evidence generated by various study designs and compare and contrast the advantages and disadvantages of various study designs. Compute, define and evaluate odds, odds ratio, risk/incidence rate, risk ratio/relative risks (RRs), and other risk estimates. Compute and evaluate number needed to treat and number needed to harm. Define point and period prevalence, incidence rate, prevalence rate, absolute risk difference, and RR difference. Describe the various steps of the professional writing and peer‐review processes. New drug ,,,,New outcomes Assumption, hypothesis testing. Association /relation vs Causality Comparator vs standard of care or Placebo. Interventional(experimental) vs observational. Descriptive vs analytical. Retrospective vs prospective. Time horizon Prospective Begin in the present and progress forward, collecting data from subjects whose outcomes lie in the future. Retrospective Begin and end in the present (a major backward look to collect information about events that occurred in the past). Outline the hierarchy of evidence generated by various study designs and compare and contrast the advantages and disadvantages of various study designs. Research study design is a framework, or the set of methods and procedures used to collect and analyze data on variables specified in a particular research problem. Research study designs are of many types, each with its advantages and limitations. The question is determined by: • The nature of question. • The goal of research. • The availability of resources. Types of study Hierarchy of clinical evidence Level of evidence Proposed revision to hierarchy of clinical evidence. Evidence based medicine EBM Experimental studies Analytical studies Interventional studies Randomized Controlled Trial RCT New : antiDM sasgliptin Control : saxagliptin Research Question :is it right higher HA1C reduction with new ? Outcomes :HA1C Significance of outcomes (P value ,95% CI) Randomization Each participant in the sample group have equal chance to be assigned to treatment group or control group. Controlled all the steps are controlled by the researcher control group Hallmark of clinical research. Study design seeks to minimize bias through randomization of subjects, blinding of participants, and analytic approach. RCT This should leave at least two groups that differ only in study treatments. Experimental design to test the effects of an intervention compared with either placebo or the established standard of care (treatment or process of care); allows for description and causality BLINDING Single Double Triple Blinding SINGLE BLIND DOUBLE BLIND TRIPLE BLIND Doubledummy OPEN LABEL single-blinding In a single-blind trial, only one of the three categories of individuals (usually participant rather than investigator) is unaware of the intervention assignment. For example, the participant is blinded to the treatment allocation, whereas the trial investigator and assessors are aware of the intervention. Double-blinding In a double-blind trial, both the participants in the study (subjects) and those involved in the assessment (investigators and assessors) are unaware of the randomization schedule. For studies involving investigational agents, such as phase III clinical trials, at least two double-blind trials are typically required for the drug to be approved by the FDA. triple-blinding The most objective type of trial design is the triple-blind study. A triple-blind design is an extension of the double-blind study where patients and investigators are blinded. In triple blinding, an external group of individuals who are involved in monitoring the outcomes of the study are also kept unaware of the treatment allocations. For example, data may be sent to the review board in a blinded fashion as Treatment A and Treatment B. An advantage of the triple-blind study is that all individuals (patients, investigators, and monitors) involved in the allocation, evaluation, design, and monitoring are able to objectively review the study results. Open label The least objective type of design is the open label study. In an open label study, all participants, investigators, and assessors are aware of the treatment allocation. This type of design should be avoided in studies that involve subjective assessments or outcome measurements comparing different treatments due to the potential for patient reporting and investigator bias. The open label design is usually restricted to early pharmacokinetic studies, or phase I trials, where objective information about drug exposure (such as absorption, distribution, metabolism, and excretion) and safety is learned about the investigational agent. Blinding Double-dummy: • Two placebos necessary to match active and control therapies • Example when we compare the difference between iv infusion vs oral drug Treatment group iv infusion drug +placebo oral form Control group iv infusion placebo (saline) +oral drug Open-label: • Everyone is aware of subject assignment to active/control Double-dummy Two placebos necessary to match active and control therapies RCT(parallel vs Crossover) interpersonal difference , check if applicable or not ? parallel Crossover PARALLEL All members of the group receive the treatment/placebo over the duration of the study. This is the most common design that is used for phase III comparative trials, where patients with a given disease are randomized to receive either the experimental drug or the standard therapy and followed over a specified period. Advantages of a parallel study include strength of the design and shorter time needed to conduct the trial. Disadvantages of this type of design usually requires a large sample size when compared to crossover design. CROSSOVER In a crossover design, each subject receives all of the interventions based on a specified sequence of events. For example, if two interventions are to be studied, subjects will be randomized to a treatment sequence, such as “AB” or “BA.” In this case, patients in the AB group receive Treatment A first, and then cross over to Treatment B after the appropriate washout period. For patients in the BA group, subjects receive Treatment B first, and then cross over to Treatment A. CROSSOVER Advantages of this type of paired design can have more statistical power with fewer subjects than a parallel design, since each subject undergoes both treatments. Disadvantages of crossover studies include the need to enroll patients with more stable disease states. They take longer to conduct due to washout periods and often have a higher dropout rate than parallel designs. Crossover studies are susceptible to problems related to carryover and washout Carryover effect Refers to outcomes that remain or linger after the first treatment phase (such as Treatment A) is completed. These effects can carry over into Treatment B, which alters the baseline and subsequently alters the true treatment effect of Treatment B Washout period which is the time needed for the outcomes of Treatment A to dissipate prior to beginning Treatment B. This is particularly problematic for studies involving drugs with slow elimination or long half lives, where washout periods are typically extended over weeks or months Factorial Design Factorial randomized trials are designed to evaluate multiple interventions in a single experiment. Factors to be studied can include multiple dose levels and multiple drug regimens. For example, in the simplest 2 × 2 factorial design, patients would be assigned to one of the two dose levels (i.e., 100 mg or 200 mg) and one of the two drug choices (Drug A or Drug B). Factorial Design RCT Advantages: Determines a causal relationship; provides a direct measure of risk; controls for selection bias and confounding; blinding; detailed information on subjects; may allow for subgroup analyses. Disadvantages: Expensive time-consuming. can be complex and difficult to conduct; adherence to study protocol can be poor. incomplete follow-up of study subjects; guidelines/practice may have changed since the initiation of the trial. subjects may differ from the population of interest (external validity) • To While historically considered the gold standard for research, many limitations exist to application and interpretation of randomized controlled trials in the ICU Heterogeneous population: The assumption that all patients would benefit from a treatment is unlikely. Gaps in understanding: Prognostic markers and definitions are often limited, raising concern for inappropriate inclusion and/or exclusion. Therapeutic optimization often unknown: Preclinical data is often highly different from the population studied (healthy humans or rodent models) limiting confidence in extrapolation. Clinical equipoise: Uncertainty surrounding the intervention in question may be subjective, and opinions on what would be considered the standard of care may differ at local, national, and international levels in the critically ill. An ethical approach to the comparator arm must therefore be carefully considered Trial enrichment is a mechanism in which a specific subgroup of a population who have higher likelihood of a response to an intervention are selected over those who may not Trial enrichment Prognostic enrichment selects for patients with a higher likelihood of disease-related interest (i.e., mortality) Predictive enrichment selects for those patients who are more likely to respond to a treatment based on underlying biologic mechanisms or physiology (i.e., inflammatory barkers in ARDS) Prognostic enrichment &Predictive enrichment Adaptive trials Increasing attention has been given to the use of adaptive trial designs. Such trials seek to increase flexibility in clinical trials by allowing for trial modification. Prespecified rules dictate modifications upon scheduled interim evaluations of the data as the trial is ongoing. Examples of adaptive designs include: Continual reassessment method; groupsequential method; sample size re-estimation; multi-arm, multi-stage population enrichment; biomarker adaptive; adaptive randomization; adaptive doseranging; and seamless phase I/II or II/II trials. Adaptive trials seek to increase efficiency of any type of prospective trial and to minimize potential harm to patients. Adaptive trials Adaptive Design One of the most state-of-the art ways to design clinical trials is using adaptive designs. In adaptive designs, the conditions of a study or analysis plan are prospectively planned to be modified over time based on the results of preliminary analysis at interim time points. One potential advantage of this method over traditional designs is the ability to reduce the number of subjects to be enrolled in the active intervention group when compared to the original sample size calculation. Challenges Challenges to adaptive trials include the complexity of statistical interpretation lack of knowledge of the scientific community about these designs difficulty in communication of the results. Pharmacokinetic and Pharmacodynamic trials 1. Studies designed to evaluate effects of unique disease states on clinically relevant pharmacokinetic and pharmacodynamic parameters 2. Trial designs can be prospective based on predefined sampling strategies or retrospective based in routine clinical care laboratory samples 3. Large study size not needed to define properties in unique patient populations 4. Population based pharmacokinetic and pharmacodynamic studies can help define novel clinical dosing strategies in unique patient populations Noninferiority trial Superiority vs. Equivalence vs. Non‐inferiority A superiority trial: •Designed to detect a difference between experimental treatments. •Typical design in a clinical trial. An equivalence trial: •Designed to confirm the absence of a meaningful difference(s) between treatments, neither better nor worse (both directions). •The example is a bioequivalence trial. A non-inferiority trial: Designed to investigate whether a treatment is not clinically worse (not less effective than stated margin, [non-inferiority margin] or inferior) than an existing treatment. a. It may be the most effective, or it may have a similar effect b. b. Useful when placebo administration Superiority vs. Equivalence vs. Non‐inferiority Define, compare, and contrast the concepts of internal and external validity, bias, and confounding in clinical study design, and identify potential sources in clinical trials internal and external validity Validity Internal Does the study design adequately test the hypothesis? Are the study methods sound? External Is the study population representative of the clinical setting? Are the study findings generalizable outside the study setting? Can the study be replicated in clinical practice? Internal validity vs external validity bias Bias Bias: Systematic error leading to an estimate of association in the study population that varies from the source population. a. Selection bias: Systematic selection of subjects that leads to an imbalance, or an advantage, in favor of one cohort over the other b. Observation bias: Observers (research team) are aware of the research purpose and allow this knowledge to influence interpretation of results. c. Recall bias: Methodological error that is introduced in survey research when the participant is asked to provide recall of a past event d. Misclassification bias: Inappropriately categorizing a group of patients with, or without, the disease/ syndrome Bias e. Immortal time bias: Occurs when populations studied include an exposed and unexposed group without a predefined time-zero. This results in a delay before a subject is considered treated. Given that the subjects must survive up until the time of first exposure, the time before exposure is considered immortal time f. Measurement bias: When information collected for use as a study variable is inaccurate g. Confounding variables: Extraneous variables that influence both the dependent and the independent variable, affecting how the overall result can be interpreted Selection bias (sampling) Observation bias Observation bias (Observers) Recall bias Recall bias Immortal time bias Approaches to control for bias Study design: Randomization matching Analysis: Multivariable analysis matching potential confounding variables with a controlled cohort confounding Confounding variables Confounding variables How to overcome confounding ? Residual confounding occurs when unmeasured variables may affect overall outcome results. This can only be avoided with randomization. Confounding by indication occurs when a contributor to the outcome is present in those at a high risk and is an indication for intervention. This results in care differences between the exposed and nonexposed groups that may be based on differences in indication for exposure Sensitivity analysis These may be used to determine robustness of study findings in different analysis methods or presence of unmeasured confounding. They may also be used to detect misclassification. SIMPLE RANDOMIZATION BLOCK RANDOMIZATION RANDOMIZATION STRATIFIED RANDOMIZATION ADAPTIVE RANDOMIZATION Simple Randomization 01 02 03 involves the use of a random number generator to allocate participants to study groups. This is equivalent to flipping a coin in a case of two treatment groups, where heads receives Treatment A and tails receives Treatment B. This is the simplest form of randomization, but it is also susceptible to flaws. Simple Randomization For example, this approach can lead to unequal numbers of subjects assigned to two groups in studies with a small sample size. Having unequal numbers in each group can influence the distribution of baseline characteristics across the two groups. Simple Randomization Block randomization refers to the process of dividing potential study subjects into a specified number of “blocks” to be randomized at the beginning of the trial, as a means of ensuring that the number of subjects in each treatment group will be equal. Here, the total number of subjects to be enrolled in the study is divided into a series of “blocks.” Each block has the same number of subjects assigned from each group. If there are two treatments and one patient is assigned to each treatment, then the size of each block is 2. Once all blocks are assigned, the study will have equal numbers of subjects in each treatment group. Stratified randomization is the process of randomization that ensures balance of participants for predefined strata based on prognostic factors such as disease severity among the study groups. In addition to balancing the number of subjects in each treatment group, it is important to make sure that the subjects enrolled in each group have equal numbers of each stratum or level of a factor, such as age with strata of old and young patients. Stratified randomization For example, if treatment Group A has more patients over the age of 60 than treatment Group B, the group containing older individuals may have a different response than the younger group. Thus, the trial may not be valid due to an imbalance in patient age. To achieve balance within each group, a stratified randomization process is employed. This involves stratification of patients and randomly assigning patients in each stratum. Stratified randomization This results in groups that are balanced to account for characteristics of the study population, such as age, gender, race, and disease severity. Here, it is important that baseline measurements be taken before randomization, especially in smaller trials. In very large randomized trials, stratification is not usually required because the risk of imbalanced groups is less likely. Stratified randomization Adaptive Randomization refers to the process of assigning patients to a treatment group generally based on previous success of the treatment as the trial progresses. Here, the probability of being assigned to a group changes based on the responses of the prior patients. For example, the ratio of experimental versus control may change from 1:1 to randomly assign patients to the arm in which the treatments are more favorable. These methods of adaptive randomization are not widely accepted in the scientific community, and their value has not been fully determined. Adaptive Randomization Group or Cluster Randomization Group or Cluster Randomization Design In a cluster randomization design, a specific group of subjects is selected for randomization. For example, patients enrolled in a clinic or hospital. These groups would then be randomly selected to a specific sequence of treatments or study procedures. All members of a cluster would receive the same treatment sequence. Group or Cluster Randomization Cluster randomized trials 1. Randomize groups (clusters) of subjects to either control or intervention groups Cluster 2. Require a large sample size given the intra cluster correlation randomized coefficient and resulting design effect trials 3. May result in recruitment bias, more baseline imbalance between groups, loss of entire clusters, or inappropriate analyses Useful in system or group-level intervention (i.e., medication diluent change for entire ICU), Cluster when individual randomization is not possible, randomized and to prevent contamination, or the phenomenon which occurs when providers or subjects learn trials about the intervention during the study period and start adopting it as standard of care, whether within the treatment group or not Observational studies Observational Studies Observation of clinical practice no intervention is tested Describes associations between phenomena Case control Cohort Cross sectional Observational (Case-control study ) Observational (Case-control study ) Hypothesis generating and retrospective design Provides cost-effective means to determine the association between the risk factor and the outcome of interest. The case group that experienced the outcome are compared with the control group that did not experience the outcome to identify the differences and risk factors for developing the outcome of interest. Observational (Case-control study ) Potential for selection bias and confounding because study proceeds from effect (subjects selected based on outcome of interest) to cause of effect. Cases and controls are representative of the population with the disease and should be chosen in a way to minimize selection bias. Controls are randomly selected out of the same population from which the cases arose Odd Ratio (OR) Prospective or retrospective design Observational (Cohort study) Observational study of a given population over a given time to determine the relationship between exposure and outcome Describes the natural progression of a disease or syndrome Cohort studies Cohort studies Observational (Cohort study) Example: Delirium, defined a positive Confusion Assessment Method for the ICU examination, is an independent predictor of mortality in mechanically ventilated patients (JAMA 2004;291:1753- 62). Cohort of mechanically ventilated patients observed during ICU stay for presence of delirium. Determination of outcome: ICU mortality, 6-month mortality. Regression models to determine whether delirium is predictive of 6month mortality, controlled for covariates. Relative risk(RR) Absolute risk reduction (ARR) relative risk reduction (RRR) Prospective cohort Advantages: Can control for confounding factors to a greater extent, easier to plan for data collection Disadvantages: More expensive and time-intensive, loss of subject follow-up, difficult to study rare diseases/conditions at a reasonable cost Retrospective cohort Advantages: Less expensive and time-consuming; no loss to follow-up, ability to investigate issues not amenable to a clinical trial or ethical or safety issues Disadvantages: Only as good as the data available, little control of confounding variables through Non-statistical approaches, recall bias Cross sectional study Prevalence of the diseases Prevalence of the diseases Prevalence of the diseases Incidence rate Prevalence vs incidence Descriptive studies Case reports/case series Describes the experience in treating a single patient or the cumulative experience in treating a series of patients Typically, novel or rare patient population or intervention Propensity score matching a. This method in theory allows for design and analysis of observational studies to mimic aspects of a randomized controlled trial. b. The propensity score itself distributes observed baseline covariates similarly between treated and untreated subjects to create a certain number of matched sets. c. Caution should be exercised as propensity scores ensure balance only in observed covariates, where randomization ensures balance between both observed and unobserved covariates. Propensity score matching Challenges with observational studies Missing data are frequently a problem within observational research and may be classified as missing completely at random, missing at random, or missing not at random. Missing completely at random data are truly random and casedependent and are at decreased risk for introduction of bias Missing at random indicates data that are absent, and the absence is related to other patient data (e.g., correlation with age), and therefore may increase risk of bias. Missing not at random indicates data that are absent, but the absence is not related to one of the above Challenges with observational studies There are multiple ways to handle missing data (e.g., imputation), but the method should be defined a priori given that significant amounts of missing data may introduce bias. Confounding variables must be handled in a manner that can be controlled during analysis (i.e., regression models) Meta-analysis Meta-analysis: a systematic approach to the identification and abstracting of critical information from research reports. Outcomes from a meta-analysis may include a more precise estimate of the treatment effect or risk factor for disease than individual studies contributing to the pooled analysis. 1. Provides examination of heterogeneity or variability in responses 2. May be applied even when the included studies are small, and substantial variation exists in the issues studied, research methods, study subjects, and other factors that may affect the overall findings. Meta-analysis 3. Many meta-analyses combine results into a best estimate with statistical confidence bounds meant to summarize what is known about the clinical problem in question. 4. Pooled results may incorporate the biases of individual studies and embody new sources of bias (e.g., publication bias). Thanks for your attention