Postdoctoral Researcher · Ghent University — imec

Computational mathematics for complex physical systems.

I develop robust boundary and finite element methods for electromagnetics and partial differential equations — connecting rigorous analysis with reliable scientific computing.

Chien Van Le
15+Journal articles
2026URSI Young Scientist Award
2023IEEE Ulrich L. Rohde Award

Research at a glance

Analysis, algorithms, and applications.

My work sits at the interface of applied mathematics and computational engineering, with a focus on methods that remain accurate and efficient in challenging physical regimes.

01

Boundary integral equations

Stable formulations for frequency- and time-domain electromagnetic scattering.

02

Finite element methods

Space-time discretizations and numerical methods for moving-interface problems.

03

Scientific computing

Operator preconditioning and numerical algorithms for reliable engineering simulation.

Selected work

From mathematical foundations to dependable computation.

Explore my research topics, recent publications, academic experience, and scientific profiles.