Cytel East Users Group Meeting Cambridge, Massachusetts
D i d A l i A h
Cambridge, Massachusetts
Design and Analysis Approaches to Evaluate Cardiovascular Risk
October 12, 2012 11:45-12:15 Brenda Gaydos, Ph.D. Research Fellow
D Design and Analysis Approaches i d A l i A h to Evaluate - - PowerPoint PPT Presentation
Cytel East Users Group Meeting Cambridge, Massachusetts Cambridge, Massachusetts D Design and Analysis Approaches i d A l i A h to Evaluate Cardiovascular Risk October 12, 2012 11:45-12:15 Brenda Gaydos, Ph.D. Research Fellow Outline
Cytel East Users Group Meeting Cambridge, Massachusetts
Cambridge, Massachusetts
October 12, 2012 11:45-12:15 Brenda Gaydos, Ph.D. Research Fellow
Outline
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Background
with diabetes
regulatory agencies now require Sponsors to show that a new therapy for T2DM is not associated with an unacceptable increase in CV risk Primary – Hazard Ratio (HR) – Time to first occurrence of any of the following adjudicated components:
– Cox proportional hazards model – Non-inferiority to standard of care – ITT population
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>1.8 Data are inadequate to support approval. A large safety trial should be conducted The potential for CV harm may still exist. 1.3 – 1.8* An adequately powered and designed post-marketing trial is needed to show an upper bound < 1.3 <1.3* Post-marketing CV trial is generally not needed 3 g g y
*with a reassuring point estimate CI = confidence interval
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2008FDAGuidanceforIndustry:DiabetesMellitus– EvaluatingCVriskinnewantidiabetic therapiestotreattype2diabetes.www.fda.gov
Cardiac Safety Research Consortium
Working title Designs and statistical approaches to assess CV
risk of new type 2 diabetes therapies in development
therapies to treat T2DM therapies to treat T2DM
current CV safety regulatory requirements
analyses)
decisions decisions
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Typical Development Program
– 3-5 Phase 3 studies (HbA1c is primary) – 1-2 Phase 2 studies 1 2 Phase 2 studies
– Independent, blinded, adjudication of all CV events – Prospectively planned meta-analysis at end of phase 3 – Sufficient events to allow a meaningful estimate of risk – Include patients at higher risk of CV events (e.g. relatively advanced disease elderly patients some degree of renal impairment) disease, elderly patients, some degree of renal impairment) – Controlled trials of longer duration needed (minimum 2 years)
– Few events – Typically lower risk population – Relatively short duration – Can meet statistical significance, but be inconsistent across sensitivity analyses
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No Dedicated CV Trial: Challenging
– All trials start in parallel; Fixed duration follow-up 1 year to fully enroll a trial; 1% lost to follow up – 1 year to fully enroll a trial; 1% lost to follow-up – 90% power for non-inferiority (1.3)
TrueHR Fixed SampleSize Sample Size Duration (2%eventrate
(1%eventrate
0.80 (178 events) 18months 10,058 20,017 (178 events) 2years 6,750 13,405 3years 4,106 8,118 1 (611events) 18months 31,028 61,722 2 years 20 831 41 342
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2years 20,831 41,342 3years 12,681 25,047
Some Challenges Initiating a CV Study
– Benefit: Insure timely discharge of 1.8 – Need CV study prior to knowing dose/effect – If continue the CV study, need to maintain appropriate blind for interim – True HR unknown (assume equivalent for powering) True HR unknown (assume equivalent for powering) – Rate of events unknown (over/under estimate N needed to maintain acceptable duration)
– Risk not meeting 1.8 Same uncertainty in unknown HR and rate of events – Same uncertainty in unknown HR and rate of events
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Statistical Methods
presence of so much uncertainty
Focus on methods that are well understood
– Meta-analysis – Group Sequential Designs R ti ti # t – Re-estimating #events – Sample-size re-estimation
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Statistical Methods
– Acceptable for 1.8 (phase 2,3 & possibly CV trial) p (p , p y ) – Acceptable for 1.3 (CV trials & possibly phase 2,3 trials) – ? Acceptable for 1 (CV trials)
1.3, then test HR < 1
– Need acceptable process to maintain blind of ongoing studies – Completely blind the sponsor (CRO or some other body) – Blind the study team, but not the sponsor (e.g. team internal to sponsor, but firewalled from study team; internal steering committee with CRO)
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Statistical Methods
(1.8, 1.3 or 1) (1.8, 1.3 or 1)
– Opportunity to answer the question sooner & reduce patient exposure – Can be combined with meta-analysis to further reduce patient exposure
Determine in advance the maximum number of events, and alpha spend – Allows for multiple interims to avoid looking too early or too late – Need to establish minimum clinically meaningful exposure (not Need to establish minimum clinically meaningful exposure (not just about statistical significance on MACE)
Encouraging of group sequential designs Determine a-priori alpha spend and number of events at each analysis Alpha spend is sponsor’s choice (preference for O’Brien-Fleming) p p p (p g) Report adjusted point estimator
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Group Sequential Design (GSD) Approaches
Assume single CV study to demonstrate HR <1.3, non-inferiority
– O’Brien-Fleming spending function, 3 look design for early stopping, 90% power – Fixed design requires 611 events if true HR = 1
True HR Average#Events (400,513,626) Average#Events (500,565,629)
1.00 480 527 0.90 418 503 0.85 406 501 0.80 401 500 0.75 400 500
Design Pr StopatInterim1 PrStopByInterim2 PrSuccessBy Final Analysis
400,513,626 0.52 0.767 0.90
If the true HR is 1
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500,565,629 0.75 0.838 0.90
Statistical Methods
– Sample-size drives study duration, NOT power p y , p – Opportunity to increase sample size if needed to maintain reasonable study duration once more information is gathered on event rate Analysis can be done using blinded data (observed event rate) – Analysis can be done using blinded data (observed event rate)
– # events drive power – # events drive power – Delay upfront investment to power for superiority given initial uncertainty in true HR Si i iti ll f i f i it ith th ti t i # t if – Size initially for non-inferiority with the option to increase # events if superiority is likely (e.g. utilize estimate of HR at ~400 events) – Analysis likely will require unblinded data
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Click to edit Master title style
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Single CV Trial: Approaches
y p y Pro: No interim analysis needed Con: Cannot be used to discharge 1.8 if insufficient events observed (even if initiated prior to end of phase 3)
To utilize the CV trial as back-up to discharge 1.8
Group Sequential Design approach would be needed (alpha
spending 1.8)
unblinding Phase 3 unblinding Phase 3
relative to the total #events needed for the meta-analysis
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Single CV Trial: Approaches
PreSubmission Period PostSubmissionPeriod Can incorporate blinded SSR on observed event rate to manage duration Period
Group Sequential Design
Increase likelihood of meeting 1.8 as soon as Phase 3 trials complete
Group Sequential Design
g p Increase likelihood of meeting 1.8 without requiring additional study
Group Sequential Design
Possibility to stop earlier if objectives meet
BlindedSSR
tomanageduration
Meta-Analysis
Event from Phase 2 & 3 16
Single CV Trial: Approaches
Group Sequential Design (at 400 events) Enable Early Stopping for Superiority Only ( < 0.001)
study to demonstrate superiority (example)
Event Re-estimation (at 400 events) Assess the Likelihood of Superiority, Increase the #Events if superiority likely Sample Size Re-estimation Manage Post Submission Trial Duration 8000 (max of 9622)
PreSubmission Period PostSubmissionPeriod
Final Analysis (750 or 1067 events)
Impact vs Superiority Design (N=9622, #Events 1067) Approximately same power for superiority Group Sequential Design with Meta- pp y p p y Earlier Submission: 3 months Reduced Cost: (20%) 40M-50M Reduced Trial Duration: 1 year if superiority is true p q g Analysis to discharge 1.8 100 & 130 events, Pocock spending function, min 90% power (versus 122 single analysis) 6 months if non-inferiority is true
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Operating Characteristics AcrossRangeofHRs
Fixed
Approximatelythe samepowerfor superiority
Adaptive
p y Adaptivedesign reducesthenumberof patientyears KEY
Lines: Power (scale on left) Bars: Patient Yrs (scale on right)
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Two CV Trials
Non inferiority – Non-inferiority – Meta-analysis approach to discharge 1.8 & 1.3
y
– Flexibility to adjust to learning – Stop or continue 1st CV study depending on results of Phase 3 Utilize design of 2nd CV study to add or remove doses if needed – Utilize design of 2nd CV study to add or remove doses if needed
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Two CV Trials: Example
1st CV st d starts in parallel ith phase 3 1st CV study starts in parallel with phase 3
– First analysis after all phase 3 studies complete y p p – Second analysis after maximum # events reached
soon as phase 3 st dies complete soon as phase 3 studies complete
spend) 2nd CV study starts after approval
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2 CV Trials – The High Cost of Stopping 1st CV Study at Submission
Option 1 increases total cost by 6000 pts $130 Million
Assumes: 2500 pts/yr recruited, 2% event rate (cost: $30M fixed cost, $25k / patient, $2k / patient-year)
CV Study #1 – N=3500, Events=155, 3
Option #1: Stop at Submission $ relative to option 2
CVStudy#1 N 3500,Events 155,3 yearsduration CVStudy#2– N=8900,Events=545 CVStudy#1– N=3500,Events=460,8yearsduration
Option #2: Run CV #1 for 8 Years 5 Years Post Approval
CVStudy#2– N=2900,Events=240
Submission Approval (trigger CV #2) 5 Years Post-Approval (Complete CV #2) 700 Total Events CV #1 + CV #2
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Variation: Sub-studies
– Initiated at time of Phase 3 Initiated at time of Phase 3 – Goal: an indication within a patient subset – Need to fully analyze sub-study at time of submission – Ideally: Follow all patients to assess CV risk – Alternative: discontinue patients in sub-study
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Single Large Development Study (Core Phase 3 study)
EndofStudy Analysisfor Submission Dose A + SOC Treatment Period
FU
Run In Dose B + SOC Population: N=xxxx 80% high risk T2DM 20% std risk T2DM Placebo + SOC
All ti t ti i t i l th ft f MACE t ( d f t d )
AllowedTreatmentCombinations
23 Adapted from A. Svensson Roche DIA EU CV Safety Conference 2011
Concluding Remarks Integrate CV evaluation with the clinical plan
– Plan should include both 1.8 and 1.3 Efficiencies gained by considering EARLY the totality of information needed – Efficiencies gained by considering EARLY the totality of information needed
Consider GSD
– Choice of spending function Sponsor’s decision – Preference for O’Brien-Fleming Preference for O Brien Fleming – Adjusted point estimator of HR should be reported
Need to establish operational approaches for interim analyses
– Important to maintain trial integrity AND cost/benefit of data g y – Industry needs to put forwarded models
Other key considerations not discussed
– Only high-level concepts presented – E.g. endpoint (MACE, MACE +), patient population, heterogeneity
Other (more novel) approaches not discussed
– Shared control designs Leveraging historical information – Leveraging historical information
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