DeepAI AI Chat
Log In Sign Up

A primal finite element scheme of the 𝐇(𝐝)∩𝐇() elliptic problem

by   Shuo Zhang, et al.

In this paper, a unified family, for n⩾2 and 1⩽ k ⩽ n-1, of finite element schemes are presented for the primal weak formulation of the n-dimensional H(𝐝^k)∩ H(δ_k) elliptic problem.


page 1

page 2

page 3

page 4

∙ 08/01/2022

A primal finite element scheme of the Hodge Laplace problem

In this paper, a unified family, for any n⩾ 2 and 1⩽ k⩽ n-1, of nonconfo...
∙ 01/14/2021

The full approximation storage multigrid scheme: A 1D finite element example

This note describes the full approximation storage (FAS) multigrid schem...
∙ 11/23/2020

A finite element scheme for an initial value problem

A new Hamilton principle of convolutional type, completely compatible wi...
∙ 01/13/2021

UFL Dual Spaces, a proposal

This white paper highlights current limitations in the algebraic closure...
∙ 10/28/2021

Adaptive finite element approximations for elliptic problems using regularized forcing data

We propose an adaptive finite element algorithm to approximate solutions...
∙ 06/14/2021

Conforming and Nonconforming Finite Element Methods for Biharmonic Inverse Source Problem

This paper deals with the numerical approximation of the biharmonic inve...
∙ 06/14/2022

varFEM: variational formulation based programming for finite element methods in Matlab

This paper summarizes the development of varFEM, which provides a realiz...