Areas of interest include the dynamics of complex and active materials, and aspects of collective behavior and self-assembly in both natural systems (e.g., inside the cell) and synthetic ones. Our approach is based on mathematical modeling and analysis, the development and application of software tools for large-scale biophysical simulation, and close collaboration with experimentalists.
A classical problem in fluid mechanics is the motion of an axisymmetric vor-tex sheet evolving under the action of surface…
Communications on Pure and Applied MathematicsIn cells, cytoskeletal filament networks are responsible for cell movement, growth, and division. Filaments in the cytoskeleton are driven and…
arXiv:2011.08156v1Many different simulation methods for Stokes flow problems involve a common computationally intense task—the summation of a kernel function over…
arXiv:2010.15155v
