About
I am Hoang Phi TRAN (Trần Hoàng Phi in Vietnamese and Phi Hoang TRAN in publications). I am currently a Ph.D. candidate at IRMAR, INSA Rennes and INRIA. My doctoral research focuses on 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.
In 2025, I completed 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. I graduated from the Ho Chi Minh City University of Education (HCMUE) with distinction.
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 are PDEs, numerical analysis, optimization, variational analysis, machine learning and their applications. I enjoy bridging rigorous mathematical theory with computational tools such as MATLAB, Python, R, 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.