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Clément BALLOT

LYON

En résumé

As a statistician, shared experiences at UCB were really mixed from large range challenges to big projects with scientists from various domains in pharmaceuticals, such as:
- statisticians for trainings in statistics destinated to scientists or establishing guidelines
- bioanalysts for establishing robustness of old and new analytical methods
- analytical product owners for participating to the methods stability analysis
- quality control department, for establishing control limits, and establishing a new sampling strategy to be implemented in all QC site all over the world.
- quality assurance department
- BioAssay scientists
In Texas Instruments, I had the opportunity to work on several computer-based languages, the occasion to work on a team, et have developed pedagogic skills when explaining my work to the product engineers.
I also developed with a team a statistical software in the context of my Master in Mathematical Engineering with an option in Java Programming.
Having worked during two years at the Laboratory of Biometry and Evolutive Biology (University of Lyon I) with Dr Patrice NONY and Dr Catherine CORNU in European project for simulation of clinical trials specialized in Rare-Disease (more specifically in T-cell lymphoblastic lymphoma), I have appreciated and understood the health field.
My liking for numbers and my double profile statistician/mathematician are major assets.
I approached the context bayesian methods, more specifcally, Approxiate Bayesian Computing, and particularly those of type sequential Monte-Carlo, dispensing with the need to use the Maximum Likelihood.
As a statistician, analysis and interpretation of various data are for me really important to bring solutions, appropriate to various problems. Having worked on R and SAS on several experiences, I have a good control of it.
As an associate in Mathematics, I have skills in all mathematical frameworks, and abilities of synthesis and pedagogy.

Mes compétences :
Statistiques
Analyse Numérique
Javascript
JAVA
Informatique
HTML
Mathématiques
Php/mysql
SAS
R
MATLAB

Entreprises

  • GSK Vaccines - Business Data Analyst

    2017 - 2017 Deployment of a capacity management tool in Global Regulatory Affairs

  • Davidson Consulting - Consultant

    Boulogne Billancourt 2017 - 2017 Consulting

  • GlaxoSmithKline - Statisticien

    Marly-le-Roi 2016 - 2016 - As part of QC department, support for Sainte-Foy (Quebec region) site.
    - Non clinical statistics for QC teams (BioAssay prevalidation and validation, Biological)
    - Tools:
    - R, JMP, SAS, SIMCA, Excel
    - Data Documentation on Documentum

  • UCB - Statisticien

    COLOMBES 2014 - 2015 - Support for:
    - QC teams: establishing a new sampling strategy adapted to AQL context
    - QA teams
    - Analytical Product Owners: method stability, specifications updating
    - BioAssay teams: equivalence margins for dissolution profiles (4PL models),
    method validation, method bridging
    - Biological teams: Designs of Experiments for method screenings and robustness:
    creation and data analysis
    - Training Statistical Process Control for scientists.
    - Tools for Non Clinical Statistics:
    DoE, PCA, Monte-Carlo simulations of validation and transfer designs, SPC, Stability analysis,
    equivalence studies, BioAssay validation, Uncertainty evaluation, sampling, CPV,
    method bridging, Deming and Bland-Altman regression
    - used softwares:
    SAS, JMP, R, SIMCA, Minitab
    - adapted solutions:
    Stabelity, Seelva, Enoval
    - Data Documentation on Mikado

  • Belgatech-Engineering - Consultant

    2014 - 2017 Non Clinical Statistician.
    Various Missions

  • Université Claude Bernard Lyon 1 - Ingénieur d'études en Biostatistiques

    Villeurbanne cedex 2014 - 2014 Studying and implementing methods of Approximate Bayesian Computing (without Maximum of Likelihood):
    - Sequential Monte Carlo
    - Population Monte Carlo
    - Adaptive Population Monte Carlo
    used in the ecotoxicological context

  • Laboratoire de Biométrie et de Biologie Evolutive (UMR 5558 - UCBL)) - Ingénieur de Recherche

    2011 - 2013 Modeling clinical trials for lymphoblastic lymphoma.
    Multiple skills such as project coordination, bibliographic research, creating and implementing mathematical models by using:
    -PDE, ODE, DDE
    -analysis of variance
    Theoretical comparison of experimental designs
    Using Matlab, R, Mathematica, LateX (reports, presentations,...)

  • Texas Instruments France - Développeur statistiques et informatique

    Villeneuve-Loubet 2009 - 2009 My role as a trainee consisted in develop statistical and computer-based tools destinated to product engineers. Languages and programming softwares were multiple:
    - SAS, SAS Enterprise Guide, JMP
    - javascript, html, php, css, mysql
    - Oracle databasesbases de données on Unix
    Several ANOVA types for Paretos: crossed, nested, mixed

  • Acadomia - Enseignant en cours particuliers

    Paris 2007 - 2011 Home Teaching of Mathematics for students from secondary school to university level (3 years after baccalaureate) (economic and scientific profiles)

  • Ministère de l'Éducation nationale - Enseignant agrégé

    Paris 2006 - 2007 Enseignant agrégé stagiaire en Mathématiques au Lycée Raymond Queneau (Académie de Lille)

Formations

  • Université Lyon 1 Claude Bernard

    Lyon 2008 - 2009 Statistiques Informatique et Techniques Numériques

    Statistics and Machine Learning:
    -Multivariate variance analysis, Factorial analysis, data classification, Designs of Experiments
    Numerical analysis:
    - PDE, study of porous media
    Bio-Mathematics:
    -PDE, DDE, bound conditions, schemes, characteristic equations
    Probability:
    - random walk, generating of pseudo random numbers, Monte-Carlo Methods

    Used Softwares and Languages:
    -R, SAS, matlab
    -Java

    P

  • Université Paris 6 Pierre Et Marie Curie Prépa agreg maths

    Paris 2005 - 2006 Algèbre et Calcul Formel

  • Université Paris 6 Pierre Et Marie Curie UPMC

    Paris 2004 - 2005 Algèbre et Géométrie

    -Algebraic, Analytic and Geometric Number Theory (Galois Theory, L functions, Automorphic functions, Modular Forms)
    -Algebraic Geometry
    - p-adic analysis
    -Lie Groups
    -sheaves cohomology

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