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Senior Director, Statistical Innovation
LondonSource: WhatJobs
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Overview
In this role you will lead the Statistical Innovation function within Biometry, driving innovative trial design, modelling, and data-driven decisions across Ipsen’s R&D portfolio. You will guide a small expert team to develop and implement advanced methodologies that improve study efficiency, patient stratification, and portfolio value. You will collaborate across clinical, regulatory, and asset teams to ensure rigorous, regulatory-ready solutions. This is a chance to shape high-impact statistical approaches at scale.
Responsibilities
Lead a 3–5 person specialist team and set strategy for statistical innovation
Advise on innovative trial designs (adaptive, Bayesian, enrichment, master protocols) and simulation
Develop frameworks for operating characteristics, sample size, and decision rules
Lead advanced modelling (disease progression, patient journeys, digital twins, virtual controls)
Drive data mining and predictive modelling to identify subgroups and predictors
Advise on external controls, Bayesian borrowing, historical data and RWE with regulatory considerations
Establish standards, reusable code, and governance for innovation deliverables
Mentor and develop statisticians, oversee delivery, and ensure robust, submission-ready outputs
Represent Biometry in governance, asset reviews, and external scientific discussions
Build external networks with academia and industry to stay current
Communicate complex methods clearly to senior stakeholders
Key requirements
10+ years of quantitative experience in pharma/biotech/CRO with PhD or equivalent/MS
Deep expertise in innovative trial design, modelling, simulation, predictive analytics, and data mining
Strong understanding of clinical development, estimands, missing data, bias and confounding
Experience leading quantitative teams with coaching and succession planning
Strong programming in R, Python, or SAS with reproducible workflows
Proven ability to influence cross-functional teams and communicate complex methods
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