We study Dirichlet boundary control of Stokes flows in 2D polygonal domains. We consider
cost functionals with two different boundary control regularization terms: the L ^2(Γ)-norm …

In this paper, a multilevel Monte Carlo ensemble hybridizable discontinuous Galerkin
(MLMCE-HDG) method is proposed to solve the convection diffusion equation with random …

An Interior Maximum Norm Error Estimate for the Symmetric Interior Penalty Method on
Planar Polygonal Domains Skip to content Should you have institutional access? Here's …

abstract A second‐order, multilevel Monte Carlo ensemble, and hybridizable discontinuous
Galerkin (MLMCE‐HDG) method is proposed to solve the stochastic parabolic partial …

We study an optimal control problem governed by elliptic PDEs with interface, which the
control acts on the interface. Due to the jump of the coefficient across the interface and the …

We considered an hybridizable discontinuous Galerkin (HDG) method for discrete elliptic
PDEs with random coefficients. By an approach of projection, we obtained the error analysis …

In [SIAM J. Numer. Anal., 59 (2), 720-745], we proved quasi-optimal $ L^\infty $ estimates
(up to logarithmic factors) for the solution of Poisson's equation by a hybridizable …

We consider an interior penalty hybridized discontinuous Galerkin (IP-HDG) method for a
model of second-order elliptic problem on a convex polygonal or polyhedral domain. Our …

A Bibliography of Publications in SIAM Journal on Numerical Analysis: 2010–2019 Page 1
A Bibliography of Publications in SIAM Journal on Numerical Analysis: 2010–2019 Nelson …