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Biomedical Statistics Johns Hopkins

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    Copyright 2008, The Johns Hopkins University and Mary Foulkes. All rights reserved. Use of these materials

    permitted only in accordance with license rights granted. Materials provided AS IS; no representations orwarranties provided. User assumes all responsibility for use, and all liability related thereto, and must independently

    review all materials for accuracy and efficacy. May contain materials owned by others. User is responsible for

    obtaining permissions for use from third parties as needed.

    This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike License. Your use of this

    material constitutes acceptance of that license and the conditions of use of materials on this site.

    http://creativecommons.org/licenses/by-nc-sa/2.5/http://creativecommons.org/licenses/by-nc-sa/2.5/
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    Study Designs, Objectives, and Hypotheses

    Mary Foulkes, PhDJohns Hopkins University

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    Section A

    Variations in Study Designs

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    Many Designs Available

    Parallel Cross-over

    Factorial

    Cluster

    Others

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    5

    Categories of Trials

    Phases Control groups

    Chronic vs. short-term treatment

    Single vs. multiple centers

    Exploratory vs. confirmatory

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    Study Designs

    Focus on trials intended to provide primary evidence of safety andefficacy (pivotal trials)

    Regulations permit substantial flexibility (adequate and well-

    controlled trials)

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    Selecting a Study Design

    What are the objectives? What are the expectations?

    Major advance Modest advance

    Reduction in side effects What are the practicalities?

    Available population

    Relevant population Potential impact on medical practice

    Ability to blind/mask

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    Parallel Design

    Classical clinical trial approach Two study groups

    Randomized assignment

    Randomization

    Treatment A

    Evaluation of

    Outcomes

    Treatment B

    Adapted from Tinmouth A, Hebert P. Interventional trials: an overview of design alternatives. Transfusion. 2007;47:565-67.

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    Factorial Designs

    Evaluates multiple factors simultaneously 2 X 2 most practical, but little used

    Sometimes a combination cannot be given (incomplete factorial)

    Randomization

    Treatment A

    Evaluation of Outcomes

    Treatment B Treatment A+B None

    Adapted from Tinmouth A, Hebert P. Interventional trials: an overview of design alternatives. Transfusion. 2007;47:565-67.

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    11/2811Source: Lancet. (1992). 339: 753-70.

    ISIS-3 Design

    Fibrinolytic agent

    SK tPA APSAC

    Anti-thrombotic

    agent

    Aspirin

    Aspirin and

    heparin

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    Factorial Design

    Evaluates two interventions simultaneously Four possible treatment combinations

    Efficient approach in some circumstances

    Potentially more informative approach

    Increases proportion getting active treatment

    Major concern: interaction of interventions

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    Problems with Factorial Design

    Patients must be willing and able to take any of the treatmentcombinations

    Optimal dose modification strategy for toxicity may be hard to

    determine

    May require burdensome administration scheme if blinded Interaction complicates interpretation of treatment effects

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    Bottom Line on Interaction

    You cant rely on detecting modest interactions if studies arepowered for main effects

    Interaction is important to study if agents are likely to be used

    together

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    Crossover Designs

    Randomization

    Treatment A Treatment B

    Treatment A Treatment B

    Evaluation of Outcomes

    Evaluation of Outcomes

    Adapted from Tinmouth A, Hebert P. Interventional trials: an overview of design alternatives. Transfusion. 2007;47:565-67.

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    Advantages of Cross-Over Designs

    Address question of major interest Will this patient do better on drug A or drug B? Removes patient effect thereby reducing variability and

    increasing precision of estimation

    Opportunity to receive both treatments (or be assured of receivingactive treatment at some point) is attractive to patients

    Under assumption of no carryover effect, design provides more

    information than simple parallel design

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    Disadvantages of Cross-Over Designs

    Assumption of no carryover effects is difficult to test May be difficult to determine appropriate length of washout period

    so as to avoid carryover effects

    There may be period effects in addition to carryover effects

    Progression of disease Dropouts

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    Cluster Design

    Groups or clusters randomly assigned, not individuals Examples: villages, classrooms, platoons

    Randomization

    Treatment A

    Evaluation of

    Outcomes

    Treatment B

    Adapted from Tinmouth A, Hebert P. Interventional trials: an overview of design alternatives. Transfusion. 2007;47:565-67.

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    Study Designs

    Treatment allocation method Blinding of assigned treatment

    Choice of control group

    ICH E10

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    In the Next Lecture Section Well Look at . . .

    Objectives and hypotheses How to meet objectives Hierarchy of strength of evidence

    Phases of trials

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    Section B

    Objectives and Hypotheses

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    In the Beginning

    Begin with a clear statement of the major scientific questions posed

    by the study, usually conveyed in quantitative terms

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    Objectives by Phase

    Phase I

    Determine optimal or tolerable dose Describe adverse event or PK profile Establish feasibility of treatment approach

    Phase II

    Estimation of activity

    Comparison of doses or schedules

    Estimation of factors for Phase III Phase III

    Demonstrate superiority or non-inferiority

    Estimate rates of adverse events Phase IV Address remaining outstanding issues

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    Examples

    To select the optimal dose that satisfies specific criteria

    To demonstrate that the two year mortality rate on treatment A is

    less than on treatment B

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    The Objective Is to . . .

    Classify

    Order

    Estimate differences

    Estimate rates

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    Cohesive Driving Force

    All other properties of the trial, the study population, the primary

    endpoint, the sample size, the primary analysis, flow from the study

    objective

    Photo by Dirk Gently via Flickr.com. Creative Commons BY-NC-ND.

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    Study Hypotheses

    The study objective corresponds to the primary hypothesis of the

    study, e.g., the null hypothesis, H0

    The two year mortality rate on treatment A equals the two yearmortality rate on treatment B

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