Wednesday, November 29, 2023
Time  Items 

All day 

3pm 
11/29/2023  3:00pm We present an efficient highorder discretization scheme for the evaluation of Laplace and Helmholtz layer potentials on smooth surfaces in three dimensions. The scheme is panel based and applies an analytical surface to line integral conversion on each panel to evaluate single layer, double layer, and their normal derivatives accurately. A new basis approximation scheme tailed for these layer potential kernels is proposed. Both nearly singular and singular cases are supported via a unified recursive framework. The Laplace part of the scheme is joint work with Shravan Veerapaneni, and the Helmholtz part is joint work with Shidong Jiang. Location:
LOM 214

4pm 
11/29/2023  4:00pm In this talk we will discuss how two objects of great interest to both mathematicians and physicists are connected. Location: 