n this talk,we propose some numerical methods for solving optimal control problems for elliptic partial differential equations with random coefficients and
We consider the wrinkling dynamics of a vesicle in Stokes flow.We first perform linear analysis and simulations to investigate the deterministic wrinkling d
The impact of supercooled large droplets(SLDs)on aircraft wings can lead to splatter in which fragments can freeze downstream of the wing leading edge,avoid
The hydroelastic problem describes the evolution of a thin elastic membrane in potential flow.It arises in many applications,including the dynamics of flapp
A numerical scheme based on the immersed interface method(IIM)is developed to simulate the dynamics of an axisymmetric viscous drop under an electric field.
We present a numerical method for studying long-term behavior of a class of partial different equations(PDE)that model several physical phenomena,including
The talk is concerned with sparse interpolation by means of L1 minimization.Some basic approximation results for sparse interpolation will be presented,and
We present a new approach for efficiently characterizing complex probability distributions,using a combination of optimal transport maps and Metropolis corr