LANGUAGES
French: Native
English: C1
German: A1
QUALITIES
Teaching experience at university level
Research experience since the second year at university
Highly interdisciplinary profile (Maths-Bio-CS)
Young Researcher and Alumni of the Heidelberg Laureate Forum Foundation (HLFF)
FIELD OF RESEARCH
Numerical Analysis
Computer Science
Mathematical Biology
Partial Differential Equation
HOBBIES
Learning new languages
Mathematical vulgarization
Playing the guitar
Cycling
Hiking
SHORT INTRODUCTION
I obtained my bachelor of theoretical mathematics and then completed an interdisciplinary Master's program at the interface between mathematics, biology and computer science at Aix-Marseille Université. Now, I work as a Ph.D. student in partial differential equations under the supervision of Prof. Dr. Anna Marciniak-Czochra at Heidelberg University. My work is focused on the modeling of neural stem cells dynamics using differential equations.
EDUCATION AND DIPLOMAS
Ph.D.: Mathematical Modeling of Neural Stem Cells Differentiation in the Zebrafish Brain
Heidelberg University
CENTURI Master's Degree: Computational and Mathematical Biology (MAAP)
Faculté des Sciences, Aix-Marseille Université
Bachelor of Mathematics, Majors in Mathematical Modeling
Faculté des Sciences, Aix-Marseille Université
PROJECTS
Guest Speaker at Institut de Mathématiques de Marseille.
Spring School on Structured Population Models (Poster Presentation).
Master Thesis on coupled Parabolic-ODE problems for patterns formation in Hydra. Supervised by Anna Marciniak-Czochra
Workshop: Discrete Duality Finite Volume (DDFV) Methods and Applications.
9th Heidelberg Laureate Forum;
Research School: Jean Morlet Chair.
CENTURI Hackathon 2022: Optimal Frame Sampling in live microscopy.
CENTURI Summer School: Physical Biology of the Cell. By Rob Phillips and Soichi Hirokawa
Research Work on Particle Tracking and Molecular Diffusion in Endocytic Trafficking Across the Living Fly Embryo. Supervised by Thomas Lecuit, Philippe Roudot, Claudiot Collinet
CENTURI Summer School: Single Cell RNA-seq Analysis and Clustering Method at CIML. Collaboration with Pierre Milpied
Active Research Work on Hilbert's Xth Problem: Bounds on Diophantine Equations and Universal Pairs. Supervised by Dierk Schleicher and Yuri Matiyasevich.
Bachelor Thesis on Compartimental Models: Discrete, Continous and Asymptotic Analysis of the SIR Model. Supervised by Maxime Hauray.
Administration Council Member of the Association ”Math Pour Tous”.