Alexandre Ern - Böcker

Theory and Practice of Finite Elements

Theory and Practice of Finite Elements

Numerical Methods for PDEs

State of the Art Techniques

Finite Elements I

Approximation and Interpolation

Finite Elements I

Approximation and Interpolation

Finite Elements II

Galerkin Approximation, Elliptic and Mixed PDEs

Finite Elements II

Galerkin Approximation, Elliptic and Mixed PDEs

Finite Elements III

First-Order and Time-Dependent PDEs

Finite Elements III

First-Order and Time-Dependent PDEs

Hybrid High-Order Methods

A Primer with Applications to Solid Mechanics

Numerical Methods for PDEs

State of the Art Techniques

Éléments finis: théorie, applications, mise en oeuvre

Mathematical Aspects of Discontinuous Galerkin Methods

Multicomponent Transport Algorithms