Hello! My name is Hoang Phi TRAN (Trần Hoàng Phi in Vietnamese and Phi Hoang TRAN in publications). I am currently a first year Ph.D. student at IRMAR, INSA Rennes and INRIA. My thesis entitled Hamilton-Jacobi equations on networks and applications to population dynamics and connected micro-environments is supervised by Professors Olivier LEY, Hélène HIVERT and Othmane JERHAOUI.

Last year, I graduated from the French-Vietnamese Master of Applied Mathematics program (MFVMA), jointly organized by the University of Tours (France) and the University of Science – VNU Ho Chi Minh City (Vietnam). I completed my Master’s thesis at IRMAR & INSA Rennes, where I focused on complementarity problems and absolute value equations, analyzing and comparing numerical methods, and exploring generalizations to nonlinear problems.

Previously, I successfully defended my undergraduate thesis on Subgradient method and applications with the highest grade, allowing me to excellently graduate from the Ho Chi Minh city University of Education (HCMUE).

After graduation, I worked as a Mathematics teacher at Thang Tien Thang Long Education Jsc, where I supported high school students in Pre-Calculus and Geometry and developed lesson plans and academic resources.

My academic interests include but are not limited to optimization, variational analysis, numerical methods, PDEs, and machine learning applications. I enjoy bridging rigorous mathematical theory with computational tools such as MATLAB, Python, RStudio, and FreeFEM++.

Feel free to explore my research, teaching experience, and CV. You can reach me at hoang-phi.tran@insa-rennes.fr or connect on LinkedIn.

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