RESEARCH / DIRECTIONS & PUBLICATIONS

Research.

My research develops mathematical models and structure-preserving computational methods for moving interfaces, geometric evolution equations, multiphase flows, and related problems in scientific computing.

01 / RESEARCH DIRECTIONS

Research directions.

Free boundary and interface problems form the main application area, with geometric evolution equations and multiphase flow as two principal themes. Numerical analysis and scientific computing provide the broader methodological foundation.

01 / FREE BOUNDARY AND INTERFACE PROBLEMS

Free boundary and interface problems.

Free boundaries turn the geometry itself into an unknown. My work develops models and algorithms that accurately track this motion while respecting the underlying thermodynamic structure.

  • Solid-state dewetting
  • Sharp-interface models
  • Parametric finite elements

02 / PUBLICATIONS

Publications.

Showing recent publications Google Scholar ↗

    03 / CONTACT

    Discuss a problem.

    For collaboration or questions about this work, please contact me by email.