A mixed virtual element method (mixed-VEM) for a pseudostress-velocity formulation of the
two-dimensional Navier–Stokes equations with Dirichlet boundary conditions is proposed …

In this paper we propose and analyze, utilizing mainly tools and abstract results from
Banach spaces rather than from Hilbert ones, a new fully-mixed finite element method for the …

We propose and analyze an augmented mixed finite element method for the pseudostress–
velocity formulation of the stationary convective Brinkman–Forchheimer problem in R d …

We propose and analyze two mixed approaches for numerically solving the stationary
Boussinesq model describing heat driven flows. For the fluid equations, the velocity gradient …

In this work we present a new mixed finite element method for a class of steady-state natural
convection models describing the behavior of non-isothermal incompressible fluids subject …

In this paper we extend recent results obtained for the Navier–Stokes equations to propose
and analyze a new fully mixed virtual element method (mixed-VEM) for the stationary two …

In this paper we analyze a conforming finite element method for the numerical simulation of
non-isothermal incompressible fluid flows subject to a heat source modeled by a …

We propose and analyze a new mixed finite element method for the problem of steady
double-diffusive convection in a fluid-saturated porous medium. More precisely, the model is …

In this paper we introduce and analyze, up to our knowledge for the first time, Banach
spaces-based mixed variational formulations for nearly incompressible linear elasticity and …

In this paper, we introduce and analyze a high-order, fully-mixed finite element method for
the free convection of n-dimensional fluids, n∈{2, 3}, with temperature-dependent viscosity …