After my bachelor in mathematics and Chinese at Sorbonne Université in Paris, I graduated from the master applied and computational mathematics specialized in optimization and systems theory at Kungliga Tekniska Högskolan in Stockholm.
Contribution to the study of the particular case of free boundary problem involving experimentation and modeling with water and sand.
Understand bio-chemical reaction networks through the comparative study of different oscillatory dynamical systems.
This project deals with the Goodwin model of circadian rhythm and three reduced models of the Belousov-Zhabotinski chemical reactions. They are examined and compared by applying dynamical systems theory and control theoretical tools. More precisely, stability analysis of equilibria and Hopf bifurcations. Moreover, we investigate the issues such as positivity and boundeness of the trajectories. The work is carried out by mathematical analysis and by numerical simulations performed in Matlab. In particular, we provide a complete parameter description on stability of the Goodwin model in terms of the Hill number, which seems non-addressed in the literature.
Augmenting a neural transformer with symbolic rules to further close the gap between human and machine performance over receipt labelling task.
My studies and research areas of interest involve topics going from abstract and linear algebra, statistics, probabilities, topology to mathematical applications and computer science applications in physics, biology and information technology.
I started with various scientific concepts of mechanics, gravity, thermodynamics, logic, calculus. They were followed by mathematical theory of numerical sequences and integrals, groups of isometries, affine spaces, multiple integrals, measure theory, topology. My bachelor studies included a mandatory semester in a Sinophone country in which I had the opportunity to learn and discuss mathematics in Chinese and English language at 山东大学. There, I focused on topics of pure algebra, probabilities, waves and heat differential equations. Back at Sorbonne Université, I pursued with my track courses that I complemented with basic Python programming concepts of data structure, graph theory, differential equations. My specialty is now in mathematical optimisation and systems theory, with a master degree of applied and computational mathematics from Kungliga Tekniska Högskolan. Specificities involve mathematical systems and geometric control theory, non linear optimisation, optimal control theory. I have a research experience of about a month at České vysoké učení technické v Praze and a research support assistant work of six months at the ICT faculty of the University of Malta. I also have an experience as a teacher.
English • French • Mandarin • German