activity
20212026
most citedA bubble VEM-fully discrete polytopal scheme for mixed-dimensional poromechanics with frictional contact at matrix fracture interfaces

8 citations · 8 across the 5 of their papers we have counts for

collaborators

5 papers

math.NA2026

A Hyper-Reduced Neural Network-Augmented Semi-smooth Newton Method for Nonlinear Parametric Variational Inequalities

Sofiane Ezzehi, Virginie Ehrlacher, Guillaume Enchéry +1

We propose a model order reduction framework for nonlinear parametrized variational inequalities arising in computational mechanics. The high-dimensional model is written in mixed…

math.NA2024

Reduced Basis method for finite volume simulations of parabolic PDEs applied to porous media flows

Jana Tarhini, Sébastien Boyaval, Guillaume Enchéry +1

Numerical simulations are a highly valuable tool to evaluate the impact of the uncertainties of various modelparameters, and to optimize e.g. injection-production scenarios in the…

math.NA2023★ 8 cited

A bubble VEM-fully discrete polytopal scheme for mixed-dimensional poromechanics with frictional contact at matrix fracture interfaces

Jérôme Droniou, Guillaume Enchéry, Isabelle Faille +2

The objective of this article is to address the discretisation of fractured/faulted poromechanical models using 3D polyhedral meshes in order to cope with the geometrical complexit…

math.NA2022

Waserstein model reduction approach for parametrized flow problems in porous media

Beatrice Battisti, Tobias Blickhan, Guillaume Enchéry +3

The aim of this work is to build a reduced-order model for parametrized porous media equations. The main challenge of this type of problems is that the Kolmogorov width of the solu…

math.NA2021

Upstream mobility Finite Volumes for the Richards equation in heterogenous domains

Sabrina Bassetto, Clément Cancès, Guillaume Enchéry +1

This paper is concerned with the Richards equation in a heterogeneous domain, each subdomain of which is homogeneous and represents a rocktype. Our first contribution is to rigorou…