David Manceau

David Manceau is a Lecturer in Applied Mathematics at the University of Le Havre, affiliated with the LMAH laboratory. His research focuses on homogenization theory applied to partial differential equations, particularly in conduction, elasticity, and non-periodic fibered materials. His work bridges theoretical and applied mathematics, addressing problems in low and high contrast homogenization.

Education:

• PhD in Mathematics (2007), University of Rennes 1, under Prof. Marc Briane.
• DEA in Fundamental and Applied Mathematics (2004), University of Rennes 1.
• Master's in Mathematics (2003), University of Rennes 1.

Research Interests: Homogenization of PDEs, elliptic equations, duality relations, small volume asymptotics, and applications in materials science. His studies encompass both low-contrast (e.g., small amplitude models) and high-contrast (e.g., incompressible elasticity) scenarios.

Publications: Recent work includes studies on Hall effect homogenization, high-contrast conductivities, and non-periodic fiber models. His findings emphasize duality and compactness results in complex material systems.

Responsibilities: Managed the LMAH website, served as educational coordinator for third-year mathematics, and led IT infrastructure support for the laboratory.