GABRIEL NIBALDO GATICA PEREZ

Introducción al análisis funcional. Teoria y Aplicaciones

The Virtual Element Method and its Applications

A mixed-primal finite element method for the coupling of Brinkman-Darcy flow and nonlinear transport

NEW DEVELOPMENTS ON THE COUPLING OF MIXED-FEM AND BEM FOR THE THREE-DIMENSIONAL EXTERIOR STOKES PROBLEM

Analysis of an augmented fully-mixed approach for the coupling of quasi-Newtonian fluids and porous media

A posteriori error analysis of twofold saddle point variational formulations for nonlinear boundary value problems

Analysis of a pseudostress-based mixed finite element method for the Brinkman model of porous media flow

Coupling of Mixed Finite Element and Stabilized Boundary Element Methods for a Fluid-Solid Interaction Problem in 3D

Analysis of an augmented fully-mixed finite element method for a three-dimensional fluid-solid interaction problem

A priori error analysis of a fully-mixed finite element method for a two-dimensional fluid-solid interaction problem

On the dual-mixed formulation for an exterior Stokes problem

Pseudostress-Based Mixed Finite Element Methods for the Stokes Problem in Rn with Dirichlet Boundary Conditions. I: A Priori Error Analysis

Relaxing the hypotheses of the Bielak-MacCamy's BEM-FEM coupling

Finite element analysis of a time harmonic Maxwell problem with an impedance boundary condition

Analysis of the coupling of Lagrange and Arnold-Falk-Winther finite elements for a fluid-solid interaction problem in three dimensions

A twofold saddle point approach for the coupling of fluid flow with nonlinear porousmedia flow

Numerical analysis of a transmission problem with signorini contact using Mixed-Fem an Bem

A priori and a posteriori error analyses of a velocity-pseudoestress formulation for a class of quasi-Newtonian Stokes flows

A residual-based a posteriori error estimator for a fully-mixed formulation of the Stokes-Darcy coupled problem

Convergence of a Family of Galerkin Discretizations for the Stokes-Darcy Coupled Problem

Analysis of Fully-Mixed Finite Element Methods for the Stokes-Darcy Coupled Problem

Augmented Mixed Finite Element Methods for a Vorticity-Based Velocity-Pressure-Stress Formulation of the Stokes Problem in 2D

Analysis of a Velocity-Pressure-Pseudostress Formulation for the Stationary Stokes Equations

A Direct Coupling of Local Discontinuous Galerkin and Boundary Element Methods

A Residual-Based a posteriori Error Estimator for the Stokes-Darcy Coupled Problem

A Coupled Mixed Finite Element Method for the Interaction Problem Between an Electromagnetic Field and an Elastic Body

A Conforming Mixed Finite-Element Method for the Coupling of Fluid Flow with Porous Media Flow

A New Coupling of Mixed Finite Element and Boundary Element Methods for an Exterior Helmholtz Problem in the Plane

An Augmented Mixed Finite Element Method for 3D Linear Elasticity Problems

Analysis of the Coupling of BEM, FEM and Mixed-FEM for a Two-Dimensional Fluid-Solid Interaction Problem

The Boundary Element Method with Lagrangian Multipliers

A Residual-Based a posteriori Error Estimator for a Two-Dimensional Fluid-Solid Interaction Problem

A New Dual-Mixed Finite Element Method for the Plane Linear Elasticity Problem with Pure Traction Boundary Conditions

Characterizing the Inf-Sup Condition on Product Spaces

On the Coupling of Local Discontinuous Galerkin and Boundary Element Methods for Non-Linear Exterior Transmission Problems

A Priori and a Posteriori Error Analysis of an Augmented Mixed Finite Element Method for Incompressible Fluid Flows

Augmented Mixed Finite Element Methods for the Stationary Stokes Equations

An Augmentd Mixed Finite Element Method With Lagrange Multipliers: A Priori and a Posteriori Error Analyses

A Priori and a Posteriori Error Analysis of a Wavelet-Based Stabilization for the Mixed Finite Element Method

A Dual-Mixed Finite Element Method for Nonlinear Incompressible Elasticity with Mixed Boundary Conditions

Analysis of the Coupling of Primal and Dual-Mixed Finite Element Methods for a Two-Dimensional Fluid-Solid Interaction Problem

A Look at How LDG and BEM Can Be Coupled

An Augmented Mixed Finite Element Method for Linear Elasticity with Non-Homogeneous Dirichlet Conditions

A Note on the Local Approximation Properties of Piecewise Polynomials With Applications to LDG Methods

A Wavelet-Based Stabilization of the Mixed Finite Element Method with Lagrange Multipliers

Analysis of a New Augmented Mixed Finite Element Method for Linear Elasticity Allowing RT0-P1-P0 Approximations

An a Priori Error Analysis for the Coupling of Local Discontinuous Galerkin and Boundary Element Methods

On the a Priori and a posteriori Error Analysis of a Two-Fold Saddle-Point Approach for Nonlinear Incompressible Elasticity

A Residual Based A Posteriori Error Estimator for an Augmented Mixed Finite Element Method in Linear Elasticity

A Mixed Local Discontinuous Galerkin Method for a Class of Nonlinear Problems in Fluid Mechanics

On the Coupling of Mixed-FEM and BEM for an Exterior Helmholtz Problem in the Plane

A Mixed Finite Element Method for the Generalized Stokes Problem

Enriched Finite Element Subspaces for Dual-Dual Mixed Formulations in Fluid Mechanics and Elasticity

A Posteriori Error Estimates for the Mixed Finite Element Method with Lagrange Multipliers

An A-Posteriori Error Estimate for the Local Discontinuous Galerkin Method Applied to Linear and Nonlinear Diffusion Problems

On the Numerical Analysis of a Nonlinear Elliptic Problem Via Mixed-FEM and Lagrange Multipliers

A Mixed Finite Element Method with Lagrange Multipliers for Nonlinear Exterior Transmission Problems

A Low-Order Mixed Finite Element Method for a Class of Quasi-Neutonian Stokes Flows. Part I: A Priori Error Analysis

A Low-Order Mixed Finite Element Method for a Class of Quasi-newtonian Stokes Flows. Part II: A Posteriori Error Analysis

Analysis of a Coupled BEM/FEM Eigensolver for the Hydroelastic Vibrations Problem

A Local Discontinuous Galerkin Method for Nonlinear Diffusion Problems with Mixed Boundary Conditions

Analysis of a Coupled BEM/FEM Eigensolver for the Hydroelastic Vibrations Problem

A Note on the Efficiency of Residual-Based A-Posteriori Error Estimators for Some Mixed Finite Element Methods

On the Mixed Finite Element Method with Lagrange Multipliers

Least Squares Methods for the Coupling of FEM and BEM

On the Numerical Analysis of Nonlinear Twofold Saddle Point Problems

A FEM-DtN Formulation for a Non-Linear Exterior Problem in Incompressible Elasticity

A Mixed-FEM Formulation for Nonlinear Incompressible Elasticity in the Plane

A-Posteriori error estimates for Linear Exterior Problems Via Mixed-FEM and DTN Mappings

A posteriori error estimates for a Mixed-FEM formulation of a Non-Linear Elliptic Problem

An a posteriori error estimate for a Linear-Nonlinear Transmission problem in Plane Elastostatics

Solvability and Galerkin Approximations of a Class of Nonlinear Operator Equations

A Preconditioned Minres Method for the Coupling of Mixed-FEM and BEM for Some Nonlinear Problems

A Domain Decomposition Method Based on BEM and FEM for Linear Exterior Boundary Value Problems

A Dual-Dual Mixed Formulation for Nonlinear Exterior Transmission Problems

A Fully Discrete Galerkin Scheme for a Two-Fold Saddle Point Formulation of an Exterior Nonlinear Problem

A Mixed Finite Element Method for Nonlinear Elasticity: Two-Fold Saddle Point Approach and a-posteriori Error Estimate

An Expanded Mixed Finite Element Approach Via a Dual-Dual Formulation and the Minimum Residual Method

An Implicit-Explicit Residual Error Estimator for the Coupling of Dual-Mixed Finite Elements and Boundary Elements in Elastostatics

Conjugate Gradient Method for Dual-Dual Mixed Formulations

Minimum Residual Iteration for a Dual-Dual Mixed Formulation of Exterior Transmission Problems

A Dual-Dual Mixed Formulatin for Nonlinear Exterior. Transmission Problems

A Primal Mixed Formulation for Exterior Transmission Promblems in R2"

An Application of Babuska-Brezzi's Theory to a Class of Variational Problems

Variational Formulations of Transmission Problems via FEM, BEM and DtN Mappings