Adriana Valentina Busuioc

Adriana Valentina Busuioc is a Lecturer (HDR) at Jean Monnet University in Saint-Étienne, affiliated with the Camille Jordan Institute and its Analysis-EDP team. Her research focuses on nonlinear analysis of partial differential equations (PDEs) in fluid mechanics, particularly non-Newtonian fluids like grade 2/3, Bingham, and electrorheological fluids, as well as α–Euler and α–Navier-Stokes equations and singular limit problems.

• Doctorate in Mathematics (2000) from Pierre and Marie Curie University, supervised by Doina Cioranescu.
• Accreditation to supervise research (HDR, 2014) by a jury including Didier Bresch, Tudor Ratiu, and Maria Schonbek.

Her work spans asymptotic behavior, convergence analysis, and boundary condition effects in fluid models. Recent publications address micropolar flows, singular limits, and polymer dynamics. She collaborates internationally on projects like CAPES-COFECUB WIN-PDE (2024–2027) and has participated in thematic programs at institutions like MSRI and IMPA.

• She co-organizes seminars and conferences, including the Saint-Etienne Accessible Mathematics Seminar and Franco-Romanian Colloquia.
• Teaching responsibilities include leadership of the 3rd-year mathematics degree at Jean Monnet University (2020–2024) and courses in differential equations and mathematical tools.

Her research is anchored in the Camille Jordan Institute’s EDP team, emphasizing fluid dynamics and PDEs, with a career shaped by Franco-Brazilian collaborations and stays at institutions like EPFL and IMPA.