Tanvi Wadhawan

collaborators

3 papers

math.NA2026

$h p$ -a posteriori error estimates for hybrid high-order methods applied to biharmonic problems

Zhaonan Dong, Alexandre Ern, Tanvi Wadhawan

We derive a residual-based $h p$ -a posteriori error estimator for hybrid high-order (HHO) methods on simplicial meshes applied to the biharmonic problem posed on two- and three-dime…

math.NA2025

A note on the constants in inverse trace inequalities for polynomials orthogonal to lower-order subspaces

Zhaonan Dong, Tanvi Wadhawan

We derive sharp, explicit constants in inverse trace inequalities for polynomial functions belonging to $P_{p} (T)$ (polynomial space with total degree $p$ ) that are orthogon…

math.NA2025

Adaptive Modified Weak Galerkin Method for Obstacle Problem

Tanvi Wadhawan

This article introduces a novel residual-based a posteriori error estimators for the Modified Weak Galerkin (MWG) finite element method applied to the obstacle problem. To the best…

hp-a posteriori error estimates for hybrid high-order methods applied to biharmonic problems

A note on the constants in inverse trace inequalities for polynomials orthogonal to lower-order subspaces

Adaptive Modified Weak Galerkin Method for Obstacle Problem

$h p$ -a posteriori error estimates for hybrid high-order methods applied to biharmonic problems