An Integral Equation Method for the Advection-Diffusion Equation on Time-Dependent Domains in the Plane
An Integral Equation Method for the Advection-Diffusion Equation on Time-Dependent Domains in the Plane
Boundary integral methods are attractive for solving homogeneous linear constant coefficient elliptic partial differential equations on complex geometries, since they can offer accurate solutions with a computational cost that is linear or close to linear in the number of discretization points on the boundary of the domain. However, these numerical …