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| 1 Application of a Bayesian strategy for monitoring multiple outcomes in early oncology clinical trials Application of a Bayesian strategy for monitoring multiple outcomes (safety and efficacy) in early oncology clinical trials
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Phase I clinical trials in oncology ● Recommend a dose for further clinical development ● Design: ●Patients included in successive cohorts (usually n=3 in each cohort) ●All patients within the same cohort receive the same dose First cohort receive the lowest dose Primary endpoint: Dose-Limiting Toxicity After completion of each cohort, decision is made on predefined algorithm to: Escalate the dose Stay at the same dose De-escalate the dose Stop the study 2
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Several designs ● Up-and-Down designs ● « 3+3 » ● Accelerated Titration Design ● Model-based dose-response designs ● CRM: Continual Reassessment Method ● bCRM: CRM applied on two binary outcomes (safety and efficacy) ● Designs derived from the CRM : Escalation With Overdose Control (EWOC) ● bEWOC: Escalation With Overdose Control for bivariate outcome ● Dose-response relationships ● Plane (Probability of Activity, Probability of Toxicity) ● Design 3
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NOM DE LA PRESENTATION |4|4 Up-and-Down design Dose level (i) Enter 3 patients 0/3 DLT1/3 DLT≥ 2/3 DLT Dose level (i-1) is the MTD Add 3 patients 1/6 DLT≥ 2/6 DLT Escalate to dose level (i+1) 3+3 design 4
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NOM DE LA PRESENTATION |5|5 Model-based dose-response relationship Target range logit[ (d)] = + exp() log(d/d*) 5 Target level
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NOM DE LA PRESENTATION |6|6 New drugs in development 6 ● Cytotoxic drugs ● Assumption: Monotonous Dose-Efficacy relationship ● Dose level recommended: Maximum Tolerated Dose (MTD) A dose with a probability of DLT closest to a target proportion ● Molecularly Targeted Agents (MTA) ● Non-monotonous Dose-Efficacy relationship ● Two endpoints: Toxicity and Efficacy (binary outcomes) Cytotoxic profile MTA profile
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EWOC for bivariate outcome Dose-response models ● Safety model ● Efficacy model 7 Slope > 0 => Monotonous dose-toxicity relationship Non-monotonous dose-efficacy relationship P DLT : Probability of DLT P RESP : Probability of Tumor Response d 1 *, d 2 * : Reference doses
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Bayesian estimation ● Gaussian a priori distributions for all parameters ● A posteriori distributions obtained by MCMC algorithm ● 3 independent chains ● Convergence checked by Brooks-Gelman-Rubin criterion ● Software tools ● R software version 2.12.2 ● BRugs package version 0.7.1 ● OpenBUGS software version 3.2.1 8
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Dose-response curves and related credibility interval 9 DLT Probability mean estimate Tolerability threshold
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Dose-response curves and related credibility interval 9 Response Probability mean estimate Interest threshold
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Dose-response curves and related credibility interval 9
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● Binary endpoints ● DLT ● Tumor Response ● Looking for doses that are in the Targeted Area: e.g. doses such: IP(DLT)<0.35 IP(Resp)>0.5 EWOC for bivariate binary outcome IP(resp | di)=0.48 IP(DLT | di)=0.18 Plane (IP(Resp), IP(DLT)) Over-toxicity Useless Moderate Targeted Probability of Response Not safe Not active Active but not safe Safe but not active Active and safe
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EWOC for bivariate outcome Predictions for dose level escalation decision 11 400mg/kg 300mg/kg 250mg/kg 200mg/kg 150mg/kg Dose 300mg/kg
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Probability to be in each area 12 125 mg/kg 250 mg/kg 150 mg/kg 300 mg/kg 200 mg/kg 400 mg/kg
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Conclusion 13 ● Limits / Next steps ● Limited data / Use PK sampling, PD-biomarkers, mechanistic modelling ● Better assessment of patient variability / Hierarchical models ● No Time-to-Event / Different kinds of toxicities (Acute and Cumulative) ● Different schedules / PK model ● Efficacy model more flexible for Molecularly Targeted Agents ● Decision and communication tool (clinician team) ● Advantages ● Assess both Toxicity and Efficacy ● Take into account uncertainty and control the over-dosing
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References ● [1] Booth C. M., Calvert A. H., Giaccone G.,Lobbe-Zoo M. W., Seymour L. K., Eisenhauer E. A. Endpoints and other considerations in phase I studies of targeted anticancer therapy: Recommendations from the task force on methodology for the development of innovative cancer therapies. European Journal of Cancer 2008, 44, 19-24. ● [2] O'Quigley J., Pepe M., Fisher L.Continual reassessment method: a practical design for phase 1 clinical trials in cancer. Biometrics 1990, 46, 33-48. ● [3] Neuenschwander B., Branson M., Gsponer T. Critical aspects of the bayesian approach to phase I cancer trials. Statistics in Medicine 2008, 27, 2420-2439. ● [4] Thall P. F., Cook J. D., Estey E. H. Adaptive dose selection using efficacy- toxicity trade-off: Illustrations and practical considerations. Journal of Biopharmaceutical Statistics 2006, 16, 623-638. ● [5] Whitehead J., Hampson L., Zhou Y., Ledent E., Pereira A.A Bayesian approach for dose-escalation in a phase I clinical trial incorporating pharmacodynamic endpoints. Journal of Biopharmaceutical Statistics 2007, 6, 44. 14
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Merci
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Dose 20% 35% 60% Response (proba of DLT) Under dosing Targeted toxicity Overdosing Unacceptable toxicity Escalation With Overdose Control (Neuenschwander et. al. 2008)
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Application of a Bayesian strategy for monitoring multiple outcomes in early oncology clinical trials | 19 Population PKPD model ● Enhanced data ● Actual doses ● Actual Administration schedule ● PK sampling ● PKPD model ● Reflects the mechanisms of the agent (Acute Toxicity, Cumulative Toxicity and Tumour Response) ● Population model ● Each patient has his own specificity ● Population parameters
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Application of a Bayesian strategy for monitoring multiple outcomes in early oncology clinical trials | 20 Population PKPD model : simple case ● Data ● Binary outcomes (AT, CT and TR) ● Actual doses / schedule ● PK sampling ● PK model : 1 compartment + absorption ● PD model : 3 thresholds ● Threshold AT based on drug concentration ● Threshold CT and TR based on exposure
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Application of a Bayesian strategy for monitoring multiple outcomes in early oncology clinical trials | 21 Population PKPD model
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Population PKPD model : simple case
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Application of a Bayesian strategy for monitoring multiple outcomes in early oncology clinical trials | 23 Probability of events and design ● 250 virtual patients drawn from the population distribution ● Probability of AT ● Probability of CT ● Probability of TR ● Dose escalation and dose allocation based on these probability (like bEWOC) ● Additional rules to take into account the CT
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Application of a Bayesian strategy for monitoring multiple outcomes in early oncology clinical trials | 24 Priors
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Application of a Bayesian strategy for monitoring multiple outcomes in early oncology clinical trials | 25 PKPD model ● PK model : ● PD model
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