Tensor network techniques, known for their low-rank approximation abilit...
We present a two-dimensional conforming virtual element method for the
f...
We propose a quality-based optimization strategy to reduce the total num...
Modeling crack initiation and propagation in brittle materials is of gre...
We present a four-field Virtual Element discretization for the time-depe...
The virtual element method (VEM) is a Galerkin approximation method that...
The Virtual Element Method (VEM) is a very effective framework to design...
The Virtual Element Method (VEM) is a Galerkin approximation method that...
We present the design of a mesh quality indicator that can predict the
b...
In this paper, we propose an eXtended Virtual Element Method (X-VEM) for...
We study the conservation properties of the Hermite-discontinuous Galerk...
We design a virtual element method for the numerical treatment of the
tw...
We develop a geometrically intrinsic formulation of the arbitrary-order
...
In this work, we review the framework of the Virtual Element Method (VEM...
The Virtual Element Method is well suited to the formulation of arbitrar...
The accuracy and effectiveness of Hermite spectral methods for the numer...
We address the issue of designing robust stabilization terms for the
non...
In this work we report some results, obtained within the framework of th...
Spectral approximation based on Hermite-Fourier expansion of the
Vlasov-...
Since its introduction, the Virtual Element Method (VEM) was shown to be...
In this paper, we review recent results on the conforming virtual elemen...
Recently, there is an emerging interest for applications of tensor
facto...