Apr 17, 2024 · We present two approaches to constructing isoparametric Virtual Element Methods of arbitrary order for linear elliptic partial differential equations.

Apr 18, 2024 · Abstract. We present two approaches to constructing isoparametric Virtual Element Meth- ods of arbitrary order for linear elliptic partial ...

Jun 5, 2024 · The virtual element method is used for computing both the mesh velocity and a conservative Arbitrary Lagrangian-Eulerian solution transfer on ...

We present two approaches for constructing isoparametric Virtual Element Methods (IsoVEM) of arbitrary order for linear elliptic partial differential ...

This paper presents two approaches to constructing isoparametric Virtual Element Methods (IsoVEMs) of arbitrary order for solving linear elliptic partial ...

Here, we present a computationally efficient isoparametric-TFEM (i-TFEM) framework for inverted 2D quadrilateral and 3D hexahedral elements.

Aug 13, 2020 · The main idea of the virtual element method (VEM) is a projection of the deformation onto a specific ansatz space. In classical analysis using ...

The Virtual Element Method (VEM) is a numerical technique designed for polytopal discretizations (polygons in 2-D or polyhedra in 3-D).

We present, on the simplest possible case, what we consider as the very basic features of the (brand new) virtual element method.

Aug 5, 2022 · Higher-order isoparametric FEM, which has a piece-wise polynomial description of geometry, are often used to reduce this discrepancy.