Periodic domains with circular cross sections are common in biophysical simulations. Applications include cell transport through blood vessels, flow past porous media, optimize drug delivery, and many more. Boundary integral equation (BIE) methods are a strong and active field of research for this kind of simulation due to its dimension reduction. In this talk we cover efforts to speed up the BIE method when the domain is periodic and contained in an axisymmetric structure (water in a pipe). We also cover special quadratures to address the singularities arising from this method.

Casual Networking Mixer:
Graduate students, postdocs, and faculty, especially those working in Applied Math are invited to a casual networking mixer after the talk. Foods and drinks will be provided.